﻿<?xml version="1.0" encoding="utf-8"?><rss version="2.0"><channel><title>Ayende @ Rahien</title><link>http://ayende.com</link><description>Ayende @ Rahien</description><copyright>Copyright (C) Ayende Rahien  2004 - 2021 (c) 2026</copyright><ttl>60</ttl><item><title>"Optimizing" concurrent regexes</title><description>&lt;p&gt;I am looking into some regex work, and I ran into a performance problem. I need to run a particular regex over a large number (millions) of strings. That caused my spidey sense to&amp;hellip; tingle. &lt;/p&gt;&lt;p&gt;The code in question looked something like this:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; matches &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;CountMatchingEntries&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;Regex&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;@"\s+user id\s+"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Creating a regex for each invocation is&amp;hellip; expensive. That is why we have the &lt;code&gt;RegexOptions.Compiled&lt;/code&gt;flag, after all. And the &lt;code&gt;Regex&lt;/code&gt;&amp;nbsp;class is thread-safe, so I did the equivalent of this code:&lt;/p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token comment"&gt;// class level&lt;/span&gt;
&lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token class-name"&gt;Regex&lt;/span&gt; s_regex &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;Regex&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;@"\s+user id\s+"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; RegexOptions&lt;span class="token punctuation"&gt;.&lt;/span&gt;Compiled&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token comment"&gt;// inside a method&lt;/span&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; matches &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;CountMatchingEntries&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;s_regex&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;p&gt;The performance of the system immediately took a &lt;em&gt;big,&lt;/em&gt;&amp;nbsp;stinking performance regression all over my benchmarks. At first, I was sure that I wasn&amp;rsquo;t doing something properly, so I re-wrote this using the modern approach, with source generators, like this:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;partial&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;MyClass&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
&lt;pre&gt;&lt;code&gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;[&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token attribute&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;token class-name&amp;quot;&amp;gt;GeneratedRegex&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token attribute-arguments&amp;quot;&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;(&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token string&amp;quot;&amp;gt;@&amp;quot;\s+user id\s+&amp;quot;&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;,&amp;lt;/span&amp;gt; 
    RegexOptions&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;.&amp;lt;/span&amp;gt;Compiled &amp;lt;span class=&amp;quot;token operator&amp;quot;&amp;gt;|&amp;lt;/span&amp;gt; RegexOptions&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;.&amp;lt;/span&amp;gt;CultureInvariant &amp;lt;span class=&amp;quot;token operator&amp;quot;&amp;gt;|&amp;lt;/span&amp;gt;
    RegexOptions&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;.&amp;lt;/span&amp;gt;IgnoreCase&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;)&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;]&amp;lt;/span&amp;gt;
 &amp;lt;span class=&amp;quot;token keyword&amp;quot;&amp;gt;public&amp;lt;/span&amp;gt; &amp;lt;span class=&amp;quot;token keyword&amp;quot;&amp;gt;static&amp;lt;/span&amp;gt; &amp;lt;span class=&amp;quot;token keyword&amp;quot;&amp;gt;partial&amp;lt;/span&amp;gt; &amp;lt;span class=&amp;quot;token return-type class-name&amp;quot;&amp;gt;Regex&amp;lt;/span&amp;gt; &amp;lt;span class=&amp;quot;token function&amp;quot;&amp;gt;UserIdRegex&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;(&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;)&amp;lt;/span&amp;gt;&amp;lt;span class=&amp;quot;token punctuation&amp;quot;&amp;gt;;&amp;lt;/span&amp;gt;
&lt;/code&gt;&lt;/pre&gt;
&lt;p&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;That had the exact same behavior, a major performance &lt;em&gt;regression&lt;/em&gt;. &lt;/p&gt;&lt;p&gt;We are talking about this making the code &lt;em&gt;six times slower&lt;/em&gt;. That is a &lt;em&gt;huge &lt;/em&gt;cost for something that every fiber in my being tells me &lt;em&gt;should&lt;/em&gt; be faster. As I started digging into things, I managed to reproduce this in an isolated manner. &lt;/p&gt;&lt;p&gt;The following benchmark shows the core of the problem:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;using&lt;/span&gt; &lt;span class="token namespace"&gt;System&lt;span class="token punctuation"&gt;.&lt;/span&gt;Diagnostics&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token keyword"&gt;using&lt;/span&gt; &lt;span class="token namespace"&gt;System&lt;span class="token punctuation"&gt;.&lt;/span&gt;Text&lt;span class="token punctuation"&gt;.&lt;/span&gt;RegularExpressions&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; lines &lt;span class="token operator"&gt;=&lt;/span&gt; Enumerable&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Range&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;100_000&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Select&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;i &lt;span class="token operator"&gt;=&amp;gt;&lt;/span&gt; &lt;span class="token interpolation-string"&gt;&lt;span class="token string"&gt;$&amp;quot;The user id #&lt;/span&gt;&lt;span class="token interpolation"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token expression language-csharp"&gt;i&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/span&gt;&lt;span class="token string"&gt;&amp;quot;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; regex &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;Regex&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;@&amp;quot;\s+user id\s+&amp;quot;&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; RegexOptions&lt;span class="token punctuation"&gt;.&lt;/span&gt;Compiled &lt;span class="token operator"&gt;|&lt;/span&gt; RegexOptions&lt;span class="token punctuation"&gt;.&lt;/span&gt;CultureInvariant &lt;span class="token operator"&gt;|&lt;/span&gt; RegexOptions&lt;span class="token punctuation"&gt;.&lt;/span&gt;IgnoreCase&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token comment"&gt;// This is fast&lt;/span&gt;&lt;br /&gt;
&lt;span class="token function"&gt;Exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&amp;gt;&lt;/span&gt; lines&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Count&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;l &lt;span class="token operator"&gt;=&amp;gt;&lt;/span&gt; regex&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;IsMatch&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;l&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token comment"&gt;// This is slow&lt;/span&gt;&lt;br /&gt;
&lt;span class="token function"&gt;Exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&amp;gt;&lt;/span&gt; lines&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;AsParallel&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Count&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;l &lt;span class="token operator"&gt;=&amp;gt;&lt;/span&gt; regex&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;IsMatch&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;l&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;Exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;Func&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;&amp;gt;&lt;/span&gt;&lt;/span&gt; run&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;br /&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; before &lt;span class="token operator"&gt;=&lt;/span&gt; GC&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetTotalAllocatedBytes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; sw &lt;span class="token operator"&gt;=&lt;/span&gt; Stopwatch&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;StartNew&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token comment"&gt;//var count = lines.AsParallel().Count(l =&amp;gt; MyClass.UserIdRegex().IsMatch(l));&lt;/span&gt;&lt;br /&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;run&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
sw&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Stop&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; after &lt;span class="token operator"&gt;=&lt;/span&gt; GC&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetTotalAllocatedBytes&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
Console&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;WriteLine&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token interpolation-string"&gt;&lt;span class="token string"&gt;$&amp;quot;Count: &lt;/span&gt;&lt;span class="token interpolation"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token expression language-csharp"&gt;count&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/span&gt;&lt;span class="token string"&gt;, Time: &lt;/span&gt;&lt;span class="token interpolation"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token expression language-csharp"&gt;sw&lt;span class="token punctuation"&gt;.&lt;/span&gt;ElapsedMilliseconds&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/span&gt;&lt;span class="token string"&gt; ms, Memory: &lt;/span&gt;&lt;span class="token interpolation"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;span class="token expression language-csharp"&gt;after &lt;span class="token operator"&gt;-&lt;/span&gt; before&lt;/span&gt;&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/span&gt;&lt;span class="token string"&gt; bytes&amp;quot;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;I create the &lt;em&gt;same&lt;/em&gt;&lt;code&gt;Regex &lt;/code&gt;instance and run it 100,000 times. The first time, I do that using a single thread, and the second time I’m using multiple threads.&lt;/p&gt;&lt;p&gt;The only difference between those runs is the addition of &lt;code&gt;AsParallel() &lt;/code&gt;to force it to use multiple threads. My code isn’t actually using this or explicit threads, but it &lt;em&gt;is &lt;/em&gt;using a single cached &lt;code&gt;Regex&lt;/code&gt; instance in a web environment, so under load, it is being used concurrently.&lt;/p&gt;&lt;p&gt;What is going on here? The parallel code is &lt;em&gt;much&lt;/em&gt; slower because it allocates. It turns out that deep in the guts of .NET’s Regex engine we have &lt;a href="https://github.com/dotnet/runtime/blob/9ce1cb968e7d392e0c03059537236b1aa6e63ab0/src/libraries/System.Text.RegularExpressions/src/System/Text/RegularExpressions/Regex.cs#L576"&gt;this block of code&lt;/a&gt;:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token class-name"&gt;RegexRunner&lt;/span&gt; runner &lt;span class="token operator"&gt;=&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Exchange&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _runner&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;??&lt;/span&gt; &lt;span class="token function"&gt;CreateRunner&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token keyword"&gt;try&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;br /&gt;
&lt;span class="token comment"&gt;// do work&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;br /&gt;
&lt;span class="token keyword"&gt;finally&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;&lt;br /&gt;
_runner &lt;span class="token operator"&gt;=&lt;/span&gt; runner&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;br /&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;In other words, the actual &lt;code&gt;RegexRunner&lt;/code&gt; needs to keep some mutable state, which doesn’t play nicely with threads. In order to maintain itself under concurrent usage, the &lt;code&gt;Regex&lt;/code&gt; “checks out” the instance when it is being used, so it can be the sole owner.&lt;/p&gt;&lt;p&gt;Other callers on the same instance at the same time will &lt;em&gt;allocate a new runner instance&lt;/em&gt;. That is what is causing the massive slowdown. If we are using the Regex instance in a single-threaded manner, the code will check it in &amp;amp; out as needed, with zero allocations and quite fast.&lt;/p&gt;&lt;p&gt;If you are using that from concurrent code, you’ll allocate like crazy and can expect your performance to drop by as much as five times.&lt;/p&gt;&lt;p&gt;I created &lt;a href="https://github.com/dotnet/runtime/issues/129445"&gt;an issue for that&lt;/a&gt;, since I believe this is quite a tripping hazard in terms of performance. &lt;/p&gt;&lt;p&gt;The current fix that I found was to use &lt;code&gt;ThreadLocal&amp;lt;Regex&amp;gt;&lt;/code&gt; for this, ensuring that there is no actual concurrent usage, at the cost of higher memory usage and repeated initializations. &lt;/p&gt;&lt;/p&gt;
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</description><link>http://ayende.com/204035-a/optimizing-concurrent-regexes?Key=eaa35d86-bdd7-4d1e-8ac3-bd4a06a9a914</link><guid>http://ayende.com/204035-a/optimizing-concurrent-regexes?Key=eaa35d86-bdd7-4d1e-8ac3-bd4a06a9a914</guid><pubDate>Fri, 19 Jun 2026 12:00:00 GMT</pubDate></item><item><title>Scaling HNSW in RavenDB: Optimizing for inadequate hardware</title><description>&lt;p&gt;RavenDB 7.0 introduces vector search using the Hierarchical Navigable Small World (HNSW) algorithm, a graph-based approach for Approximate Nearest Neighbor search. HNSW enables efficient querying of large vector datasets but requires random access to the entire graph, making it memory-intensive.&lt;/p&gt;&lt;p&gt;HNSW&amp;#39;s random read and insert operations demand in-memory processing. For example, inserting 100 new items into a graph of 1 million vectors scatters them randomly, with no efficient way to sort or optimize access patterns. That is in dramatic contrast to the usual algorithms we can employ (B+Tree, for example), which can greatly benefit from such optimizations.&lt;/p&gt;&lt;p&gt;Let&amp;rsquo;s assume that we deal with vectors of 768 dimensions, or 3KB each. If we have 30 million vectors, just the &lt;em&gt;vector&lt;/em&gt;&amp;nbsp;storage is going to take 90GB of memory. Inserts into the graph require us to do effective random reads (with no good way to tell what those would be in advance). Without sufficient memory, performance degrades significantly due to disk swapping.&lt;/p&gt;&lt;p&gt;The rule of thumb for HNSW is that you want at least 30% more memory than the vectors would take. In the case of 90GB of vectors, the minimum required memory is going to be 128GB. &lt;/p&gt;&lt;h2&gt;Cost reduction&lt;/h2&gt;&lt;blockquote&gt;&lt;p&gt;You can also use quantization (shrinking the size of the vector with some loss of accuracy). Going to binary quantization for the same dataset requires just 3GB of space to store the vectors. But there is a loss of accuracy (may be around 20% loss). &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;We tested RavenDB&amp;rsquo;s HNSW implementation on a 32 GB machine with a 120 GB vector index (and no quantization), simulating a scenario with four times more data than available memory.&lt;/p&gt;&lt;p&gt;This is an utterly &lt;em&gt;invalid&lt;/em&gt;&amp;nbsp;scenario, mind you. For that amount of data, you are expected to build the HNSW index on a machine with 192GB. But we wanted to see how far we could stress the system and what kind of results we would get here. &lt;/p&gt;&lt;p&gt;The initial implementation stalled due to excessive memory use and disk swapping, rendering it impractical. Basically, it ended up doing a page fault on each and every operation, and that stalled forward progress completely. &lt;/p&gt;&lt;h2&gt;Optimization Approach&lt;/h2&gt;&lt;p&gt;Optimizing for such an extreme scenario seemed futile, this is an invalid scenario almost by definition. But the idea is that improving this out-of-line scenario will also end up improving the performance for more reasonable setups.&lt;/p&gt;&lt;p&gt;When we analyzed the costs of HNSW in a severely memory-constrained environment, we found that there are two primary costs.&lt;/p&gt;&lt;ol&gt;&lt;li&gt;&lt;strong&gt;Distance computations&lt;/strong&gt;: Comparing vectors (e.g., cosine similarity) is computationally expensive.&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Random vector access&lt;/strong&gt;: Loading vectors from disk in a random pattern is slow when memory is insufficient.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Distance computation is doing math on two 3KB vectors, and on a large graph (tens of millions), you&amp;rsquo;ll typically need to run between 500 - 1,500 distance comparisons. To give some context, adding an item to a B+Tree of the same size will have fewer than twenty comparisons (and highly localized ones, at that).&lt;/p&gt;&lt;p&gt;That means reading about 2MB of data &lt;em&gt;per insert&lt;/em&gt;&amp;nbsp;on average. Even if everything is in memory, you are going to be paying a significant cost here in CPU cycles. If the data does &lt;em&gt;not &lt;/em&gt;reside in memory, you have to fetch it (and it isn&amp;rsquo;t as neat as having a single 2MB range to read, it is scattered all over the place, and you need to traverse the graph in order to find what you need to read). &lt;/p&gt;&lt;p&gt;To address this issue, we completely restructured how we go about inserting nodes into the graph. We avoid serial execution and instead spawn multiple insert processes at the same time. Interestingly enough, we are single-threaded in this regard. We extract from the process the parts where it does the distance computation and loads the vectors.&lt;/p&gt;&lt;p&gt;Each process will run the algorithm until it reaches the stage where it needs to run distance computation on some vectors. In that case, it will yield to &lt;em&gt;another&lt;/em&gt;&amp;nbsp;process and let it run. We keep doing this until we have no more runnable processes to execute. &lt;/p&gt;&lt;p&gt;We can then scan the list of nodes that we need to process (run distance computation on all their edges), and we can then:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Gather all vectors needed for graph traversal.&lt;/li&gt;&lt;li&gt;Preload them from disk efficiently.&lt;/li&gt;&lt;li&gt;Run distance computations across multiple threads simultaneously.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;The idea here is that we save time by preloading data efficiently. Once the data is loaded, we throw all the distance computations per node to the thread pool. As soon as any of those distance computations are done, we resume the stalled process for it. &lt;/p&gt;&lt;p&gt;The idea is that at any given point in time, we have processes moving forward or we are preloading from the disk, while at the same time we have background threads running to compute distances.&lt;/p&gt;&lt;p&gt;This allows us to make maximum use of the hardware. Here is what this looks like midway through the process:&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/lR-iubwjPlhmlE83XxruWw.png"/&gt;&lt;/p&gt;&lt;p&gt;As you can see, we still have to go to the disk a lot (no way around that with a working set of 120GB on a 32GB machine), but we are able to make use of that &lt;em&gt;efficiently&lt;/em&gt;. We always have forward progress instead of just waiting. &lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;Don&amp;rsquo;ttry this on the cloud - most cloud instances have a limited amount of IOPS to use, and this approach will burn through any amount you have &lt;em&gt;quickly&lt;/em&gt;. We are talking about roughly 15K - 20K IOPS on a sustained basis. This is meant for testing in &lt;em&gt;adverse&lt;/em&gt;&amp;nbsp;conditions, on hardware that is utterly unsuitable for the task at hand. A machine with the proper amount of memory will not have to deal with this issue. &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;While still slow on a 32 GB machine due to disk reliance, this approach completed indexing 120 GB of vectors in about 38 hours (average rate of 255 vectors/sec). To compare, when we ran the same thing on a 64GB machine, we were able to complete the indexing process in just over 14 hours (average rate of 694 vectors/sec). &lt;/p&gt;&lt;h2&gt;Accuracy of the results&lt;/h2&gt;&lt;p&gt;When inserting many nodes in parallel to the graph, we risk a loss of accuracy. When we insert them one at a time, nodes that are close together will naturally be linked to one another. But when running them in parallel, we may &amp;ldquo;miss&amp;rdquo; those relations because the two nodes aren&amp;rsquo;t yet discoverable.&lt;/p&gt;&lt;p&gt;To mitigate that scenario, we preemptively link all the in-flight nodes to each other, then run the rest of the algorithm. If they are &lt;em&gt;not &lt;/em&gt;close to one another, these edges will be pruned. It turns out that this behavior actually &lt;em&gt;increased&lt;/em&gt;&amp;nbsp;the overall accuracy (by about 1%) compared to the previous behavior. This is likely because items that are added at the same time are naturally linked to one another.&lt;/p&gt;&lt;h2&gt;Results&lt;/h2&gt;&lt;p&gt;On smaller datasets (&amp;ldquo;merely&amp;rdquo; hundreds of thousands of vectors) that fit in memory, the optimizations reduced indexing time by 44%! That is mostly because we now operate in parallel and have more optimized I/O behavior.&lt;/p&gt;&lt;p&gt;We are quite a bit faster, we are (slightly) more accurate, and we also have reasonable behavior when we exceed the system limits. &lt;/p&gt;&lt;h2&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;What about binary quantization?&lt;/h2&gt;&lt;blockquote&gt;&lt;p&gt;I mentioned that binary quantization can massively reduce the amount of space required for vector search. We also ran tests with the same dataset using binary quantization. The total size of all the vectors was around 3GB, and the total index size (including all the graph nodes, etc.) was around 18 GB. That took under 5 hours to index on the same 32GB machine. &lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;If you care to know what it is that we are doing, take a look at the &lt;a href="https://github.com/ayende/ravendb/blob/ee200c0e963aac9509735455fa7a257e1c2aef9c/src/Voron/Data/Graphs/Hnsw.Parallel.cs"&gt;Hnsw.Parallel&lt;/a&gt;&amp;nbsp;file inside the repository. The implementation is quite involved, but I&amp;rsquo;m really proud of how it turned out in the end.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202468-c/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?Key=ccb37cc4-6c41-4bfb-9eb0-b5b69e8f0ddf</link><guid>http://ayende.com/202468-c/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?Key=ccb37cc4-6c41-4bfb-9eb0-b5b69e8f0ddf</guid><pubDate>Wed, 14 May 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing the cost of clearing a set</title><description>&lt;p&gt;Let&amp;rsquo;s say I want to count the number of reachable nodes for each node in the graph. I can do that using the following code:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;Node start&lt;span class="token punctuation"&gt;,&lt;/span&gt; HashSet&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;Node&lt;span class="token operator"&gt;&gt;&lt;/span&gt; visited&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;start &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token keyword"&gt;null&lt;/span&gt; &lt;span class="token operator"&gt;||&lt;/span&gt; visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Contains&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;start&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token function"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; neighbor &lt;span class="token keyword"&gt;in&lt;/span&gt; start&lt;span class="token punctuation"&gt;.&lt;/span&gt;Neighbors&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;neighbor&lt;span class="token punctuation"&gt;,&lt;/span&gt; visited&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token function"&gt;MarkReachableCount&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;Graph g&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
   &lt;span class="token function"&gt;foreach&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token parameter"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; node &lt;span class="token keyword"&gt;in&lt;/span&gt; g&lt;span class="token punctuation"&gt;.&lt;/span&gt;Nodes&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
   &lt;span class="token punctuation"&gt;{&lt;/span&gt;
       HashSet&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;Node&lt;span class="token operator"&gt;&gt;&lt;/span&gt; visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
       &lt;span class="token constant"&gt;DFS&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;node&lt;span class="token punctuation"&gt;,&lt;/span&gt; visisted&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
       node&lt;span class="token punctuation"&gt;.&lt;/span&gt;ReachableGraph &lt;span class="token operator"&gt;=&lt;/span&gt; visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;Count&lt;span class="token punctuation"&gt;;&lt;/span&gt;
   &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;A &lt;em&gt;major &lt;/em&gt;performance cost for this sort of operation is the allocation cost. We allocate a separate hash set for each node in the graph, and then allocate whatever backing store is needed for it. If you have a big graph with many connections, that is &lt;em&gt;expensive&lt;/em&gt;. &lt;/p&gt;&lt;p&gt;A simple fix for that would be to use:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-json'&gt;&lt;code class='line-numbers language-json'&gt;void MarkReachableCount(Graph g)
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
   HashSet&amp;lt;Node&gt; visited = &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;;
   foreach(var node in g.Nodes)
   &lt;span class="token punctuation"&gt;{&lt;/span&gt;
       visited.Clear();
       DFS(node&lt;span class="token punctuation"&gt;,&lt;/span&gt; visisted);
       node.ReachableGraph = visited.Count;
   &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;This means that we have almost no allocations for the entire operation, yay!&lt;/p&gt;&lt;p&gt;This function also performs &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than the previous one, even though it barely allocates. The reason for that? The call to &lt;code&gt;Clear()&lt;/code&gt;&amp;nbsp;is &lt;em&gt;expensive&lt;/em&gt;. &lt;a href="https://github.com/dotnet/runtime/blob/main/src/libraries/System.Private.CoreLib/src/System/Collections/Generic/HashSet.cs#L197"&gt;Take a look at the implementation&lt;/a&gt;&amp;nbsp;-&amp;nbsp;this method needs to zero out two arrays, and it will end up being as large as the node with the most reachable nodes. Let&amp;rsquo;s say we have a node that can access 10,000 nodes. That means that for &lt;em&gt;each node,&lt;/em&gt;&amp;nbsp;we&amp;rsquo;ll have to clear an array of about 14,000 items, as well as another array that is as big as the number of nodes we just visited. &lt;/p&gt;&lt;p&gt;No surprise that the allocating version was actually cheaper. We use the &lt;code&gt;visited&lt;/code&gt;&amp;nbsp;set for a short while, then discard it and get a new one. That means no expensive &lt;code&gt;Clear()&lt;/code&gt;&amp;nbsp;calls. &lt;/p&gt;&lt;p&gt;The question is, can we do better? Before I answer that, let&amp;rsquo;s try to go a bit deeper in this analysis. Some of the main costs in &lt;code&gt;HashSet&amp;lt;Node&amp;gt;&lt;/code&gt;&amp;nbsp;are the calls to &lt;code&gt;GetHashCode()&lt;/code&gt;&amp;nbsp;and &lt;code&gt;Equals()&lt;/code&gt;. For that matter, let&amp;rsquo;s look at the cost of the &lt;code&gt;Neighbors&lt;/code&gt;&amp;nbsp;array on the &lt;code&gt;Node&lt;/code&gt;.&lt;/p&gt;&lt;p&gt;Take a look at the following options:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;record&lt;/span&gt; &lt;span class="token class-name"&gt;Node1&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Node&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="token class-name"&gt;Neighbors&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;record&lt;/span&gt; &lt;span class="token class-name"&gt;Node2&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; &lt;span class="token class-name"&gt;NeighborIndexes&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Let&amp;rsquo;s assume each node has about 10 - 20 neighbors. What is the cost in memory for each option? &lt;code&gt;Node1&lt;/code&gt;&amp;nbsp;uses references (pointers), and will take 256 bytes just for the Neighbors&amp;nbsp;backing array (32-capacity array x 8 bytes). However, the &lt;code&gt;Node2 &lt;/code&gt;version uses half of that memory.&lt;/p&gt;&lt;p&gt;This is an example of data-oriented design, and saving 50% of our memory costs is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;nice. &lt;code&gt;HashSet&amp;lt;int&amp;gt;&lt;/code&gt;&amp;nbsp;is also going to benefit quite nicely from JIT optimizations (no need to call &lt;code&gt;GetHashCode()&lt;/code&gt;, etc. - everything is inlined).&lt;/p&gt;&lt;p&gt;We still have the problem of allocations vs. &lt;code&gt;Clear(),&lt;/code&gt;&amp;nbsp;though. Can we win?&lt;/p&gt;&lt;p&gt;Now that we have re-framed the problem using int indexes, there is a very obvious optimization opportunity: use a bit map (such as &lt;code&gt;BitsArray&lt;/code&gt;). We know upfront how many items we have, right? So we can allocate a single array and set the corresponding bit to mark that a node (by its index) is visited.&lt;/p&gt;&lt;p&gt;That dramatically reduces the costs of tracking whether we visited a node or not, but it does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;address the costs of clearing the bitmap.&lt;/p&gt;&lt;p&gt;Here is how you can handle this scenario cheaply:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;Bitmap&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; ulong&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; _data&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; ushort&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; _versions&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;int&lt;/span&gt; _version&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token class-name"&gt;Bitmap&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt; size&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        _data &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; ulong&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;size &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token number"&gt;63&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;/&lt;/span&gt; &lt;span class="token number"&gt;64&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        _versions &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; ushort&lt;span class="token punctuation"&gt;[&lt;/span&gt;_data&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_version&lt;span class="token operator"&gt;++&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;ushort&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;MaxValue&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            
        &lt;span class="token class-name"&gt;Array&lt;span class="token punctuation"&gt;.&lt;/span&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_data&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token class-name"&gt;Array&lt;span class="token punctuation"&gt;.&lt;/span&gt;Clear&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_versions&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; bool &lt;span class="token class-name"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt; index&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;int&lt;/span&gt; arrayIndex &lt;span class="token operator"&gt;=&lt;/span&gt; index &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;6&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_versions&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;!=&lt;/span&gt; _version&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            _versions&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; _version&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;


        &lt;span class="token keyword"&gt;int&lt;/span&gt; bitIndex &lt;span class="token operator"&gt;=&lt;/span&gt; index &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt; &lt;span class="token number"&gt;63&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        ulong mask &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token constant"&gt;UL&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;&amp;lt;&lt;/span&gt; bitIndex&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        ulong old &lt;span class="token operator"&gt;=&lt;/span&gt; _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        _data&lt;span class="token punctuation"&gt;[&lt;/span&gt;arrayIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;|=&lt;/span&gt; mask&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;old &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt; mask&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;The idea is pretty simple, in addition to the bitmap - we also have another array that marks the version of each 64-bit range. To clear the array, we increment the version. That would mean that when adding to the bitmap, we reset the underlying array element if it doesn&amp;rsquo;t match the current version. Once every 64K items, we&amp;rsquo;ll need to pay the cost of actually resetting the backing stores, but that ends up being very cheap overall (and worth the space savings to handle the overflow).&lt;/p&gt;&lt;p&gt;The code is &lt;em&gt;tight&lt;/em&gt;, requires no allocations, and performs &lt;em&gt;very&lt;/em&gt;&amp;nbsp;quickly. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202469-c/optimizing-the-cost-of-clearing-a-set?Key=a7229fbf-1ae1-4e83-9c13-3b9df5448c3f</link><guid>http://ayende.com/202469-c/optimizing-the-cost-of-clearing-a-set?Key=a7229fbf-1ae1-4e83-9c13-3b9df5448c3f</guid><pubDate>Mon, 12 May 2025 12:00:00 GMT</pubDate></item><item><title>NOT Sharding RavenDB Vector Search</title><description>&lt;p&gt;I ran into an interesting post, &amp;quot;&lt;a href="https://pgdog.dev/blog/sharding-pgvector"&gt;Sharding Pgvector&lt;/a&gt;,&amp;quot; in which &lt;a href="https://pgdog.dev/"&gt;PgDog&lt;/a&gt;&amp;nbsp;(provider of scaling solutions for Postgres) discusses scaling &lt;code&gt;pgvector &lt;/code&gt;indexes (HNSW and IVFFlat) across multiple machines to manage large-scale embeddings efficiently. This approach speeds up searches and improves recall by distributing vector data, addressing the limitations of fitting large indexes into memory on a single machine.&lt;/p&gt;&lt;p&gt;That was interesting to me because they &lt;em&gt;specifically&lt;/em&gt;&amp;nbsp;mention &lt;a href="https://huggingface.co/datasets/Cohere/wikipedia-22-12-en-embeddings"&gt;this Wikipedia dataset&lt;/a&gt;, consisting of 35.1 million vectors. That&amp;hellip; is not really enough to &lt;em&gt;justify&lt;/em&gt;&amp;nbsp;sharding, in my eyes. The dataset is about 120GB of Parquet files, so I threw that into RavenDB using the following format:&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/INJMKH42GwQWKaL1ecYpRA.png"/&gt;&lt;/p&gt;&lt;p&gt;Each vector has 768 dimensions in this dataset. &lt;/p&gt;&lt;p&gt;33 minutes later, I had the full dataset in RavenDB, taking 163 GB of storage space. The next step was to define a vector search index, like so:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-json'&gt;&lt;code class='line-numbers language-json'&gt;from a in docs.Articles
select new 
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    Vector = CreateVector(a.Embedding)
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;That index (using the HNSW algorithm) is all that is required to start doing proper vector searches in RavenDB.&lt;/p&gt;&lt;p&gt;Here is what this looks like - we have 163GB for the raw data, and the index itself is 119 GB. &lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/YKTd1qhz5buKOBEr3vsnbw.png"/&gt;&lt;/p&gt;&lt;p&gt;RavenDB (and PgVector) actually need to store the vectors twice - once in the data itself and once in the index. &lt;/p&gt;&lt;p&gt;Given the size of the dataset, I used a machine with 192 GB&amp;nbsp;of RAM to create the index. Note that this &lt;em&gt;still &lt;/em&gt;means the total data size is about &amp;#8531; bigger than the available memory, meaning we cannot compute it all in memory. &lt;/p&gt;&lt;p&gt;This deserves a proper explanation &amp;nbsp;- HNSW is a graph algorithm that assumes you can cheaply access any part of the graph during the indexing process. Indeed, this is effectively doing pure random reads on the entire dataset. You would generally run this on a machine with at &lt;em&gt;least&lt;/em&gt;&amp;nbsp;192 GB of RAM. &amp;nbsp;I assume this is why &lt;code&gt;pgvector&lt;/code&gt;&amp;nbsp;required sharding for this dataset.&lt;/p&gt;&lt;p&gt;I decided to test it out on several different machines. The key aspect here is the size of memory, I&amp;rsquo;m ignoring CPU counts and type, they aren&amp;rsquo;t the bottleneck for this scenario. As a reminder, we are talking about a total data size that is close to 300 GB.&lt;/p&gt;&lt;table style="width:100%;" class="table-bordered table-striped" &gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;RAM&lt;/td&gt;&lt;td&gt;RavenDB indexing time:&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;192 GB&lt;/td&gt;&lt;td&gt;2 hours, 20 minutes&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;64 GB&lt;/td&gt;&lt;td&gt;14 hours, 8 minutes&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;32 GB&lt;/td&gt;&lt;td&gt;37 hours, 40 minutes&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p&gt;Note that all of those were run on a single machine, all using local NVMe disk. And yes, that is less than two days to index &lt;em&gt;that&lt;/em&gt;&amp;nbsp;much data on a machine that is grossly inadequate for it.&lt;/p&gt;&lt;p&gt;I should note that on the smaller machines, query times are typically ~5ms, so even with a lot of data indexed, the actual search doesn&amp;rsquo;t need to run on a machine with a lot of memory. &lt;/p&gt;&lt;p&gt;In short, I don&amp;rsquo;t see a reason why you would need to use sharding for that amount of data. It can comfortably fit inside a reasonably sized machine, with room to spare. &lt;/p&gt;&lt;p&gt;I should also note that the original post talks about using the IVFFlat algorithm instead of HNSW. &lt;code&gt;Pgvector &lt;/code&gt;supports both, but RavenDB only uses HNSW. From a technical perspective, I would &lt;em&gt;love&lt;/em&gt;&amp;nbsp;to be able to use IVFFlat, since it is a much more traditional algorithm for databases. &lt;/p&gt;&lt;p&gt;You run k-means over your data to find the centroids (so you can split the data into reasonably sized chunks), and then just do an efficient linear search on that small chunk as needed. It fits much more nicely into the way databases typically work. However, it also has some significant drawbacks:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;You have to have the data upfront, you cannot build it incrementally.&lt;/li&gt;&lt;li&gt;The effectiveness of the IVFFlat index &lt;em&gt;degrades&lt;/em&gt;&amp;nbsp;over time with inserts &amp;amp; deletes, because the original centroids are no longer as accurate. &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Because of those reasons, we didn&amp;rsquo;t implement that. HNSW is a far more complex algorithm, both in terms of the actual approach and the number of hoops we had to go through to implement that efficiently, but as you can see, it is able to provide good results even on large datasets, can be built incrementally and doesn&amp;rsquo;t degrade over time.&lt;/p&gt;&lt;h2&gt;Head-to-head comparison&lt;/h2&gt;&lt;p&gt;I decided to run &lt;code&gt;pgvector&lt;/code&gt;&amp;nbsp;and RavenDB on the same dataset to get some concrete ideas about their performance. Because I didn&amp;rsquo;t feel like waiting for hours, I decided to use &lt;a href="https://huggingface.co/datasets/Cohere/wikipedia-22-12-simple-embeddings"&gt;this dataset&lt;/a&gt;. It has 485,859 vectors and about 1.6 GB of data.&lt;/p&gt;&lt;p&gt;RavenDB indexed that in 1 minute and 17 seconds. My first attempt with &lt;code&gt;pgvector &lt;/code&gt;took over 7 minutes when setting&lt;code&gt;&amp;nbsp;maintenance_work_mem = &amp;#39;512MB&amp;#39;.&lt;/code&gt;&amp;nbsp;I had to increase it to 2GB to get more reasonable results (and then it was 1 minute and 49 seconds).&lt;/p&gt;&lt;p&gt;RavenDB is able to handle it a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;better when there isn&amp;rsquo;t enough memory to keep it all in RAM, while &lt;code&gt;pgvector seems to &lt;/code&gt;degrade &lt;em&gt;badly&lt;/em&gt;. &lt;/p&gt;&lt;h2&gt;Summary&lt;/h2&gt;&lt;p&gt;In short, I don&amp;rsquo;t think that you should need to go for sharding (and its associated complexity) for that amount of data. And I say that as someone whose database &lt;em&gt;has&lt;/em&gt;&amp;nbsp;native sharding capabilities. &lt;/p&gt;&lt;p&gt;For best performance, you should run large vector indexes on machines with plenty of RAM, but even without that, RavenDB does an okay job of keeping things ticking. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202531-b/not-sharding-ravendb-vector-search?Key=e141266d-fab7-432f-82a7-8de8d3afcc58</link><guid>http://ayende.com/202531-b/not-sharding-ravendb-vector-search?Key=e141266d-fab7-432f-82a7-8de8d3afcc58</guid><pubDate>Fri, 09 May 2025 12:00:00 GMT</pubDate></item><item><title>Making the costs visible, then fixing them</title><description>&lt;p&gt;We recently tackled performance improvements for vector search in RavenDB. The core challenge was identifying performance bottlenecks. Details of specific changes are covered in a separate post. The post is already written, but will be published next week, here is &lt;a href="https://www.ayende.com/blog/202468-C/scaling-hnsw-in-ravendb-optimizing-for-inadequate-hardware?key=ccb37cc46c414bfb9eb0b5b69e8f0ddf"&gt;the direct link to that&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;In this post, I don&amp;rsquo;t want to talk about the actual changes we made, but the approach we took to figure out where the cost is. &lt;/p&gt;&lt;p&gt;Take a look at the following flame graph, showing where our code is spending the most time. &lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/D6sHJhT-mrSj0_8HNwO7iA.png"/&gt;&lt;/p&gt;&lt;p&gt;As you can see, almost the &lt;em&gt;entire&lt;/em&gt;&amp;nbsp;time is spent computing cosine similarity. That would be the best target for optimization, right?&lt;/p&gt;&lt;p&gt;I spent a bunch of time writing increasingly complicated ways to optimize the cosine similarity function. And it worked, I was able to reduce the cost by about 1.5%!&lt;/p&gt;&lt;p&gt;That &lt;em&gt;is &lt;/em&gt;something that we would generally celebrate, but it was far from where we wanted to go. The problem was elsewhere, but we couldn&amp;rsquo;t see it in the profiler output because the cost was spread around too much. &lt;/p&gt;&lt;p&gt;Our first task was to restructure the code so we could actually &lt;em&gt;see&lt;/em&gt;&amp;nbsp;where the costs were. For instance, loading the vectors from disk was embedded within the algorithm. By extracting and isolating this process, we could accurately profile and measure its performance impact. &lt;/p&gt;&lt;p&gt;This restructuring also eliminated the &amp;quot;death by a thousand cuts&amp;quot; issue, making hotspots evident in profiling results. With clear targets identified, we can now focus optimization efforts effectively.&lt;/p&gt;&lt;p&gt;That major refactoring had two primary goals. The first was to actually extract the costs into highly visible locations, the second had to do with how you address them. Here is a small example that scans a social graph for friends, assuming the data is in a file.&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-julia'&gt;&lt;code class='line-numbers language-julia'&gt;def read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; List&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token string"&gt;"""Read friends for a single user ID starting at indexed offset."""&lt;/span&gt;
    pass &lt;span class="token comment"&gt;# redacted&lt;/span&gt;


def social_graph&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; Set&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; max_depth &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    all_friends &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;}&lt;/span&gt; 
    work_list &lt;span class="token operator"&gt;=&lt;/span&gt; deque&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;  
    
    with open&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"relations.dat"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"rb"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; as file&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;:&lt;/span&gt;
            curr_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; depth &lt;span class="token operator"&gt;=&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;.&lt;/span&gt;popleft&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; depth &lt;span class="token operator"&gt;&amp;lt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                &lt;span class="token keyword"&gt;continue&lt;/span&gt;
                
            &lt;span class="token keyword"&gt;for&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; curr_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                &lt;span class="token keyword"&gt;if&lt;/span&gt; friend_id not &lt;span class="token keyword"&gt;in&lt;/span&gt; visited&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                    all_friends&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                    visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                    work_list&lt;span class="token punctuation"&gt;.&lt;/span&gt;append&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;,&lt;/span&gt; depth &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    &lt;span class="token keyword"&gt;return&lt;/span&gt; all_friends&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;If you consider this code, you can likely see that there is an expensive part of it, reading from the file. But the way the code is structured, there isn&amp;rsquo;t really much that you can do about it. Let&amp;rsquo;s refactor the code a bit to expose the actual costs. &lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-julia'&gt;&lt;code class='line-numbers language-julia'&gt;def social_graph&lt;span class="token punctuation"&gt;(&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;,&lt;/span&gt; max_depth&lt;span class="token punctuation"&gt;:&lt;/span&gt; int&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt; Set&lt;span class="token punctuation"&gt;[&lt;/span&gt;int&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; max_depth &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    
    all_friends &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
    visited &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;}&lt;/span&gt; 
    
    with open&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;"relations.dat"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"rb"&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; as file&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        work_list &lt;span class="token operator"&gt;=&lt;/span&gt;  read_user_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;user_id&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; work_list and max_depth &lt;span class="token operator"&gt;&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
            to_scan &lt;span class="token operator"&gt;=&lt;/span&gt; set&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;for&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; work_list&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token comment"&gt;# gather all the items to read&lt;/span&gt;
                &lt;span class="token keyword"&gt;if&lt;/span&gt; friend_id &lt;span class="token keyword"&gt;in&lt;/span&gt; visited&lt;span class="token punctuation"&gt;:&lt;/span&gt;
                    &lt;span class="token keyword"&gt;continue&lt;/span&gt;
                
                all_friends&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                visited&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;friend_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                to_scan&lt;span class="token punctuation"&gt;.&lt;/span&gt;add&lt;span class="token punctuation"&gt;(&lt;/span&gt;curr_id&lt;span class="token punctuation"&gt;)&lt;/span&gt;


            &lt;span class="token comment"&gt;# read them all in one shot&lt;/span&gt;
            work_list &lt;span class="token operator"&gt;=&lt;/span&gt; read_users_friends&lt;span class="token punctuation"&gt;(&lt;/span&gt;file&lt;span class="token punctuation"&gt;,&lt;/span&gt; to_scan&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token comment"&gt;# reduce for next call&lt;/span&gt;
            max_depth &lt;span class="token operator"&gt;=&lt;/span&gt; max_depth &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;    
    
    &lt;span class="token keyword"&gt;return&lt;/span&gt; all_friends&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Now, instead of scattering the reads whenever we process an item, we gather them all and then send a list of items to read all at once. The costs are far clearer in this model, and more importantly, we have a chance to actually &lt;em&gt;do&lt;/em&gt;&amp;nbsp;something about it.&lt;/p&gt;&lt;p&gt;Optimizing a lot of calls to &lt;code&gt;read_user_friends(file, user_id)&lt;/code&gt;&amp;nbsp;is &lt;em&gt;really hard&lt;/em&gt;, but optimizing &lt;code&gt;read_users_friends(file, users)&lt;/code&gt;&amp;nbsp;is a far simpler task. Note that the actual costs didn&amp;rsquo;t change because of this refactoring, but the ability to actually make the change is now far easier. &lt;/p&gt;&lt;p&gt;Going back to the flame graph above, the actual cost profile differs dramatically as the size of the data rose, even if the profiler output remained the same. Refactoring the code allowed us to see where the costs were and address them effectively.&lt;/p&gt;&lt;p&gt;Here is the end result as a flame graph. You can clearly see the preload section that takes a significant portion of the time. The key here is that the change allowed us to address this cost directly and in an optimal manner.&lt;/p&gt;&lt;p&gt;&lt;img src="/blog/Images/-ONd63T29ZCZXCsRTH2V8A.png"/&gt;&lt;/p&gt;&lt;p&gt;The end result for our benchmark was:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Before: 3 minutes, 6 seconds&lt;/li&gt;&lt;li&gt;After: 2 minutes, 4 seconds&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;So almost exactly &amp;#8531; of the cost was removed because of the different approach we took, which is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;nice. &lt;/p&gt;&lt;p&gt;This technique, refactoring the code to make the costs obvious, is a really powerful one. Mostly because it is likely the first step to take &lt;em&gt;anyway&lt;/em&gt;&amp;nbsp;in many performance optimizations (batching, concurrency, etc.).&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202467-c/making-the-costs-visible-then-fixing-them?Key=25b5d014-fbca-4736-b3f8-e15bcd71144e</link><guid>http://ayende.com/202467-c/making-the-costs-visible-then-fixing-them?Key=25b5d014-fbca-4736-b3f8-e15bcd71144e</guid><pubDate>Thu, 08 May 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing concurrent count operations</title><description>&lt;p style="text-align:left;"&gt;I recently reviewed a function that looked something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;class&lt;/span&gt; &lt;span class="token class-name"&gt;WorkQueue&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;readonly&lt;/span&gt; &lt;span class="token class-name"&gt;ConcurrentQueue&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; _embeddingsQueue &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; _approximateCount &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt; ApproximateCount &lt;span class="token operator"&gt;=&gt;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _approximateCount&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;Register&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;IEnumerable&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;T&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;foreach&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; item &lt;span class="token keyword"&gt;in&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            _embeddingsQueue&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Enqueue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;item&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


            Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Increment&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _approximateCount&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;I commented that we should move the Increment()&amp;nbsp;operation outside of the loop because if two threads are calling Register()&amp;nbsp;at the same time, we&amp;rsquo;ll have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of contention here.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The reply was that this was intentional since calling Interlocked.CompareExchange()&amp;nbsp;to do the update in a batch manner is more complex. The issue was a lack of familiarity with the Interlocked.Add()&amp;nbsp;function, which allows us to write the function as:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;Register&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;IEnumerable&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;T&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;int&lt;/span&gt; count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; item in items&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        _embeddingsQueue&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Enqueue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;item&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        count&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token class-name"&gt;Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ref _approximateCount&lt;span class="token punctuation"&gt;,&lt;/span&gt; count&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This allows us to perform just one atomic operation on the count. In terms of assembly, we are going to have these two options:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-go'&gt;&lt;code class='line-numbers language-go'&gt;lock inc qword ptr &lt;span class="token punctuation"&gt;[&lt;/span&gt;rcx&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token punctuation"&gt;;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Increment&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
lock add &lt;span class="token punctuation"&gt;[&lt;/span&gt;rbx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; rcx      &lt;span class="token punctuation"&gt;;&lt;/span&gt; Interlocked&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Both options have essentially the same exact performance characteristics, but if we need to register a large batch of items, the second option drastically reduces the contention. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In this case, we don&amp;rsquo;t actually care about having an accurate count as items are added, so there is no reason to avoid the optimization. &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202211-c/optimizing-concurrent-count-operations?Key=21dd7961-aa20-429d-af3a-76e493fb4759</link><guid>http://ayende.com/202211-c/optimizing-concurrent-count-operations?Key=21dd7961-aa20-429d-af3a-76e493fb4759</guid><pubDate>Wed, 26 Mar 2025 12:00:00 GMT</pubDate></item><item><title>Optimizing by 170,000%(!) by not being silly</title><description>&lt;p style="text-align:left;"&gt;I &lt;em&gt;care&lt;/em&gt;&amp;nbsp;about the performance of RavenDB. Enough that I would go to epic lengths to fix them. Here I use &amp;ldquo;epic&amp;rdquo; both in terms of the Agile meaning of multi-month journeys and the actual amount of work required. See my recent posts about &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/posts/series/201955-A/ravendb-7-1"&gt;RavenDB 7.1 I/O work&lt;/a&gt;&lt;/span&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;There hasn&amp;rsquo;t been a single release in the past 15 years that didn&amp;rsquo;t improve the performance of RavenDB in some way. We have an entire &lt;em&gt;team&lt;/em&gt;&amp;nbsp;whose sole task is to find bottlenecks and fix them, to the point where &lt;em&gt;assembly language&lt;/em&gt;&amp;nbsp;is a high-level concept at times (yes, we design some pieces of RavenDB with CPU microcode for performance).&lt;/p&gt;&lt;p style="text-align:left;"&gt;When we ran into &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://issues.hibernatingrhinos.com/issue/RavenDB-23716"&gt;this issue&lt;/a&gt;&lt;/span&gt;, I was&amp;hellip; quite surprised, to say the least. The problem was that whenever we serialized a document in RavenDB, we would compile some LINQ expressions. &lt;/p&gt;&lt;p style="text-align:left;"&gt;That is &lt;em&gt;expensive&lt;/em&gt;, and utterly wasteful. That is the sort of thing that we should &lt;em&gt;never&lt;/em&gt;&amp;nbsp;do, especially since there was no actual need for it.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the essence of this fix:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We ran a performance test on the before &amp;amp; after versions, just to know what kind of performance we left on the table.&lt;/p&gt;&lt;table style="width:100%;" class="table-bordered table-striped" &gt;&lt;tr&gt;&lt;strong&gt;&lt;td&gt;Before (ms)&lt;/td&gt;&lt;td&gt;After (ms)&lt;/td&gt;&lt;/strong&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td&gt;33,782&lt;/td&gt;&lt;td&gt;20&lt;/td&gt;&lt;/tr&gt;&lt;/table&gt;&lt;p style="text-align:left;"&gt;The fixed version is 1,689 &lt;em&gt;times&lt;/em&gt;&amp;nbsp;faster, if you can believe that. &lt;/p&gt;&lt;p style="text-align:left;"&gt;So here is a fix that is both great to have and quite annoying. We focused so much effort on optimizing the server, and yet we missed something that obvious? How can that be?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Well, the answer is that this isn&amp;rsquo;t an actual benchmark. The problem is that this code is invoked per instance created instead of globally, and it is created &lt;em&gt;once per thread&lt;/em&gt;. In any situation where the number of threads is more or less fixed (most production scenarios, where you&amp;rsquo;ll be using a thread pool, as well as in most benchmarks), you are never going to see this problem.&lt;/p&gt;&lt;p style="text-align:left;"&gt;It is when you have threads dying and being created (such as when you handle spikes) that you&amp;rsquo;ll run into this issue. Make no mistake, it &lt;em&gt;is&lt;/em&gt;&amp;nbsp;an actual issue. When your load spikes, the thread pool will issue new threads, and they will consume a lot of CPU initially for absolutely no reason. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, we managed to miss this entirely (the code dates to 2017!) for a long time. It never appeared in any benchmark. The fix itself is trivial, of course, and we are unlikely to be able to show any real benefits from it in a benchmark, but that is yet another step in making RavenDB better.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202147-a/optimizing-by-170-000-by-not-being-silly?Key=e2d994ad-c792-4a63-86f9-b69f56253b97</link><guid>http://ayende.com/202147-a/optimizing-by-170-000-by-not-being-silly?Key=e2d994ad-c792-4a63-86f9-b69f56253b97</guid><pubDate>Thu, 20 Mar 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB 7.1: One IO Ring to rule them all</title><description>&lt;p style="text-align:left;"&gt;One of the more interesting developments in terms of kernel API surface is the IO Ring. On Linux, it is called IO Uring and Windows has copied it shortly afterward. The idea started as a way to batch multiple IO operations at once but has evolved into a generic mechanism to make system calls more cheaply. On Linux, a large portion of the kernel features is exposed as part of the IO Uring API, while Windows exposes a far less rich API (basically, just reading and writing). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason this matters is that you can use IO Ring to reduce the cost of making system calls, using both batching and asynchronous programming. As such, most new database engines have jumped on that sweet nectar of better performance results.&lt;/p&gt;&lt;p style="text-align:left;"&gt;As part of the overall re-architecture of how Voron manages writes, we have done the same. I/O for Voron is typically composed of writes to the journals and to the data file, so that makes it a really good fit, sort of. &lt;/p&gt;&lt;p style="text-align:left;"&gt;An ironic aspect of IO Uring is that despite it being an asynchronous mechanism, it is inherently single-threaded. There are good reasons for that, of course, but that means that if you want to use the IO Ring API in a multi-threaded environment, you need to take that into account. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A common way to handle that is to use an event-driven system, where all the actual calls are generated from a single &amp;ldquo;event loop&amp;rdquo; thread or similar. This is how the Node.js API works, and how .NET itself manages IO for sockets (there is a single thread that listens to socket events by default). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The whole &lt;em&gt;point&lt;/em&gt;&amp;nbsp;of IO Ring is that you can submit multiple operations for the kernel to run in as optimal a manner as possible. Here is one such case to consider, this is the part of the code where we write the modified pages to the data file:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;using &lt;span class="token punctuation"&gt;(&lt;/span&gt;fileHandle&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;pages&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        int numberOfPages &lt;span class="token operator"&gt;=&lt;/span&gt; pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetNumberOfPages&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        &lt;span class="token keyword"&gt;var&lt;/span&gt; size &lt;span class="token operator"&gt;=&lt;/span&gt; numberOfPages &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;var&lt;/span&gt; offset &lt;span class="token operator"&gt;=&lt;/span&gt; pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;PageNumber &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;var&lt;/span&gt; span &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Span&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;byte&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;pages&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;Pointer&lt;span class="token punctuation"&gt;,&lt;/span&gt; size&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token class-name"&gt;RandomAccess.Write&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;fileHandle&lt;span class="token punctuation"&gt;,&lt;/span&gt; span&lt;span class="token punctuation"&gt;,&lt;/span&gt; offset&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        written &lt;span class="token operator"&gt;+=&lt;/span&gt; numberOfPages &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token class-name"&gt;Constants.Storage.PageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;PID     LWP TTY          TIME CMD
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22345&lt;/span&gt; pts/0    00:00:00 iou-wrk-22343
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22346&lt;/span&gt; pts/0    00:00:00 iou-wrk-22343
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22347&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22348&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22349&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22350&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22351&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22352&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22353&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22354&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22355&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22356&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22357&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334
  &lt;span class="token number"&gt;22334&lt;/span&gt;   &lt;span class="token number"&gt;22358&lt;/span&gt; pts/0    00:00:00 iou-wrk-22334&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;p style="text-align:left;"&gt;Actually, those aren&amp;rsquo;t threads in the normal sense. Those are kernel tasks, generated by the IO Ring at the kernel level directly. It turns out that internally, IO Ring may spawn worker threads to do the async work at the kernel level. When we had a separate IO Ring per file, &lt;em&gt;each one of them&lt;/em&gt;&amp;nbsp;had its own pool of threads to do the work.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The way it usually works is really interesting. The IO Ring will attempt to complete the operation in a synchronous manner. For example, if you are writing to a file and doing buffered writes, we can just copy the buffer to the page pool and move on, no actual I/O took place. So the IO Ring will run through that directly in a synchronous manner. &lt;/p&gt;&lt;p style="text-align:left;"&gt;However, if your operation requires actual blocking, it will be sent to a worker queue to actually execute it in the background. This is one way that the IO Ring is able to complete many operations so much more efficiently than the alternatives.&lt;/p&gt;&lt;p style="text-align:left;"&gt;In our scenario, we have a pretty simple setup, we want to write to the file, making fully buffered writes. At the very least, being able to push all the writes to the OS in one shot (versus &lt;em&gt;many&lt;/em&gt;&amp;nbsp;separate system calls) is going to reduce our overhead. More interesting, however, is that &lt;em&gt;eventually,&lt;/em&gt;&amp;nbsp;the OS will want to start writing to the disk, so if we write a lot of data, some of the requests will be blocked. At that point, the IO Ring will switch them to a worker thread and continue executing.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The problem we had was that when we had a separate IO Ring per data file and put a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of load on the system, we started seeing contention between the worker threads across all the files. Basically, each ring had its own separate pool, so there was a lot of work for each pool but no sharing.&lt;/p&gt;&lt;p style="text-align:left;"&gt;If the IO Ring is single-threaded, but many separate threads lead to wasted resources, what can we do? The answer is simple, we&amp;rsquo;ll use a single global IO Ring and manage the threading concerns directly.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the setup code for that (I removed all error handling to make it clearer):&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token function"&gt;do_ring_work&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token operator"&gt;*&lt;/span&gt;arg&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
  int rc&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;g_cfg&lt;span class="token punctuation"&gt;.&lt;/span&gt;low_priority_io&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token function"&gt;syscall&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;SYS_ioprio_set&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; IOPRIO_WHO_PROCESS&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
        &lt;span class="token function"&gt;IOPRIO_PRIO_VALUE&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;IOPRIO_CLASS_BE&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;7&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token function"&gt;pthread_setname_np&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token function"&gt;pthread_self&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string-literal"&gt;&lt;span class="token string"&gt;"Rvn.Ring.Wrkr"&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  struct io_uring &lt;span class="token operator"&gt;*&lt;/span&gt;ring &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;ring&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  struct workitem &lt;span class="token operator"&gt;*&lt;/span&gt;work &lt;span class="token operator"&gt;=&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;;&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;do&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      &lt;span class="token comment"&gt;// wait for any writes on the eventfd &lt;/span&gt;
      &lt;span class="token comment"&gt;// completion on the ring (associated with the eventfd)&lt;/span&gt;
      eventfd_t v&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      rc &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;eventfd&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;v&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token function"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt; &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;rc &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; errno &lt;span class="token operator"&gt;==&lt;/span&gt; EINTR&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    
    bool has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;has_work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
      int must_wait &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token comment"&gt;// we may have _previous_ work to run through&lt;/span&gt;
        work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;atomic_exchange&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker&lt;span class="token punctuation"&gt;.&lt;/span&gt;head&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        struct io_uring_sqe &lt;span class="token operator"&gt;*&lt;/span&gt;sqe &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;io_uring_get_sqe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe &lt;span class="token operator"&gt;==&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
          must_wait &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          goto sumbit_and_wait&lt;span class="token punctuation"&gt;;&lt;/span&gt; &lt;span class="token comment"&gt;// will retry&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token function"&gt;io_uring_sqe_set_data&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;switch&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;type&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_fsync&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;io_uring_prep_fsync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;filefd&lt;span class="token punctuation"&gt;,&lt;/span&gt; IORING_FSYNC_DATASYNC&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_write&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;io_uring_prep_writev&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;sqe&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;filefd&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op&lt;span class="token punctuation"&gt;.&lt;/span&gt;write&lt;span class="token punctuation"&gt;.&lt;/span&gt;iovecs&lt;span class="token punctuation"&gt;,&lt;/span&gt;
                               work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op&lt;span class="token punctuation"&gt;.&lt;/span&gt;write&lt;span class="token punctuation"&gt;.&lt;/span&gt;iovecs_count&lt;span class="token punctuation"&gt;,&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;offset&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;default&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        work &lt;span class="token operator"&gt;=&lt;/span&gt; work&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;next&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    sumbit_and_wait&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      rc &lt;span class="token operator"&gt;=&lt;/span&gt; must_wait &lt;span class="token operator"&gt;?&lt;/span&gt; 
        &lt;span class="token function"&gt;io_uring_submit_and_wait&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; must_wait&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;:&lt;/span&gt; 
        &lt;span class="token function"&gt;io_uring_submit&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      struct io_uring_cqe &lt;span class="token operator"&gt;*&lt;/span&gt;cqe&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      uint32_t head &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
      uint32_t i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


      &lt;span class="token function"&gt;io_uring_for_each_cqe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; head&lt;span class="token punctuation"&gt;,&lt;/span&gt; cqe&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token comment"&gt;// force another run of the inner loop, &lt;/span&gt;
        &lt;span class="token comment"&gt;// to ensure that we call io_uring_submit again&lt;/span&gt;
        has_work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
        struct workitem &lt;span class="token operator"&gt;*&lt;/span&gt;cur &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;io_uring_cqe_get_data&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;cqe&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
          &lt;span class="token comment"&gt;// can be null if it is:&lt;/span&gt;
          &lt;span class="token comment"&gt;// *  a notification about eventfd write&lt;/span&gt;
          &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        &lt;span class="token keyword"&gt;switch&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;cur&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token operator"&gt;&gt;&lt;/span&gt;type&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_fsync&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token function"&gt;notify_work_completed&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;case&lt;/span&gt; workitem_write&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token comment"&gt;/* partial write */&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
          &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token comment"&gt;// queue again&lt;/span&gt;
            &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token punctuation"&gt;}&lt;/span&gt;
          &lt;span class="token function"&gt;notify_work_completed&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; cur&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token punctuation"&gt;}&lt;/span&gt;
      &lt;span class="token function"&gt;io_uring_cq_advance&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;ring&lt;span class="token punctuation"&gt;,&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token punctuation"&gt;}&lt;/span&gt;
  &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;What does this code do? &lt;/p&gt;&lt;p style="text-align:left;"&gt;We start by checking if we want to use lower-priority I/O, this is because we don&amp;rsquo;t actually care how long those operations take. The purpose of writing the data to the disk is that it will reach it &lt;em&gt;eventually&lt;/em&gt;. RavenDB has two types of writes:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Journal writes (durable update to the write-ahead log, required to complete a transaction).&lt;/li&gt;&lt;li&gt;Data flush / Data sync (background updates to the data file, currently buffered in memory, no user is waiting for that)&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;As such, we are fine with explicitly prioritizing the journal writes (which users are waiting for) in favor of all other operations.&lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;What is this C code? I thought RavenDB was written in C#&lt;/h3&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;RavenDB &lt;em&gt;is&lt;/em&gt;&amp;nbsp;written in C#, but for very low-level system details, we found that it is far easier to write a Platform Abstraction Layer to hide system-specific concerns from the rest of the code. That way, we can simply submit the data to write and have the abstraction layer take care of all of that for us. This also ensures that we amortize the cost of PInvoke calls across many operations by submitting a big batch to the C code at once.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;After setting the IO priority, we start reading from what is effectively a thread-safe queue. We wait for eventfd()&amp;nbsp;to signal that there is work to do, and then we grab the head of the queue and start running.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that we fetch items from the queue, then we write those operations to the IO Ring as fast as we can manage. The IO Ring size is limited, however. So we need to handle the case where we have more work for the IO Ring than it can accept. When that happens, we will go to the submit_and_wait&amp;nbsp;label and wait for &lt;em&gt;something&lt;/em&gt;&amp;nbsp;to complete. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that there is some logic there to handle what is going on when the IO Ring is full. We submit all the work in the ring, wait for an operation to complete, and in the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;run, we&amp;rsquo;ll continue processing from where we left off. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The rest of the code is processing the completed operations and reporting the result back to their origin. This is done using the following function, which I find absolutely hilarious:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;int32_t rvn_write_io_ring&lt;span class="token punctuation"&gt;(&lt;/span&gt;
    void *handle,
    struct page_to_write *buffers,
    int32_t count,
    int32_t *detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    int32_t rc &lt;span class="token operator"&gt;=&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    struct handle *handle_ptr &lt;span class="token operator"&gt;=&lt;/span&gt; handle&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;count &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;pthread_mutex_lock&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.lock&lt;span class="token punctuation"&gt;))&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        *detailed_error_code &lt;span class="token operator"&gt;=&lt;/span&gt; errno&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; FAIL_MUTEX_LOCK&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    size_t max_req_size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;size_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;count * 
                      &lt;span class="token punctuation"&gt;(&lt;/span&gt;sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt; + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.arena_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; max_req_size&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        // allocate arena space
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    void *buf &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.arena&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    struct workitem *prev &lt;span class="token operator"&gt;=&lt;/span&gt; NULL&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    int eventfd &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.eventfd&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int32_t curIdx &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; curIdx &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; count&lt;span class="token punctuation"&gt;;&lt;/span&gt; curIdx++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        int64_t offset &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.page_num * VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int64_t size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int64_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.count_of_pages *
                       VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int64_t after &lt;span class="token operator"&gt;=&lt;/span&gt; offset + size&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        struct workitem *work &lt;span class="token operator"&gt;=&lt;/span&gt; buf&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        *work &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
            .op.write.iovecs_count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;,
            .op.write.iovecs &lt;span class="token operator"&gt;=&lt;/span&gt; buf + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt;,
            .completed &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;,
            .type &lt;span class="token operator"&gt;=&lt;/span&gt; workitem_write,
            .filefd &lt;span class="token operator"&gt;=&lt;/span&gt; handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;file_fd,
            .offset &lt;span class="token operator"&gt;=&lt;/span&gt; offset,
            .errored &lt;span class="token operator"&gt;=&lt;/span&gt; false,
            .result &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;,
            .prev &lt;span class="token operator"&gt;=&lt;/span&gt; prev,
            .notifyfd &lt;span class="token operator"&gt;=&lt;/span&gt; eventfd,
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        prev &lt;span class="token operator"&gt;=&lt;/span&gt; work&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
            .iov_len &lt;span class="token operator"&gt;=&lt;/span&gt; size, 
            .iov_base &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;curIdx&lt;span class="token punctuation"&gt;]&lt;/span&gt;.ptr
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        buf &lt;span class="token operator"&gt;+=&lt;/span&gt; sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem&lt;span class="token punctuation"&gt;)&lt;/span&gt; + sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;size_t nextIndex &lt;span class="token operator"&gt;=&lt;/span&gt; curIdx + &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
            nextIndex &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; count &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs_count &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; IOV_MAX&lt;span class="token punctuation"&gt;;&lt;/span&gt; 
            nextIndex++&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            int64_t dest &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.page_num * VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;after &lt;span class="token operator"&gt;!=&lt;/span&gt; dest&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                &lt;span class="token builtin class-name"&gt;break&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


            size &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int64_t&lt;span class="token punctuation"&gt;)&lt;/span&gt;buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.count_of_pages *
                              VORON_PAGE_SIZE&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            after &lt;span class="token operator"&gt;=&lt;/span&gt; dest + size&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs&lt;span class="token punctuation"&gt;[&lt;/span&gt;work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;op.write.iovecs_count++&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; 
                &lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt;
                .iov_base &lt;span class="token operator"&gt;=&lt;/span&gt; buffers&lt;span class="token punctuation"&gt;[&lt;/span&gt;nextIndex&lt;span class="token punctuation"&gt;]&lt;/span&gt;.ptr,
                .iov_len &lt;span class="token operator"&gt;=&lt;/span&gt; size,
            &lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            curIdx++&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            buf &lt;span class="token operator"&gt;+=&lt;/span&gt; sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct iovec&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
        queue_work&lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    rc &lt;span class="token operator"&gt;=&lt;/span&gt; wait_for_work_completion&lt;span class="token punctuation"&gt;(&lt;/span&gt;handle_ptr, prev, eventfd, 
detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    pthread_mutex_unlock&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;handle_ptr-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;global_state-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;writes_arena.lock&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; rc&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that when we submit writes to the data file, we &lt;em&gt;must&lt;/em&gt;&amp;nbsp;wait until they are all done. The async nature of IO Ring is meant to help us push the writes to the OS as soon as possible, as well as push writes to multiple separate files at once. For that reason, we use &lt;em&gt;another&lt;/em&gt;eventfd()&amp;nbsp;to wait (as the submitter) for the IO Ring to complete the operation. I love the code above because it is actually using the IO Ring itself to do the work we need to do here, saving us an actual system call in most cases. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is how we submit the work to the worker thread:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;void queue_work&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct workitem *work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    struct workitem *head &lt;span class="token operator"&gt;=&lt;/span&gt; atomic_load&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker.head&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;do&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;next &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token function"&gt;head&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt; &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;atomic_compare_exchange_weak&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;g_worker.head, &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;head, work&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This function handles the submission of a set of pages to write to a file. Note that we protect against concurrent work &lt;em&gt;on the same file&lt;/em&gt;. That isn&amp;rsquo;t actually needed since the caller code already handles that, but an uncontended lock is &lt;em&gt;cheap&lt;/em&gt;, and it means that I don&amp;rsquo;t need to think about concurrency or worry about changes in the caller code in the future. &lt;/p&gt;&lt;p style="text-align:left;"&gt;We ensure that we have sufficient buffer space, and then we create a work item. A work item is a single write to the file at a given location. However, we are using vectored writes, so we&amp;rsquo;ll merge writes to the consecutive pages into a single write operation. That is the purpose of the huge for loop in the code. The pages arrive already sorted, so we just need to do a single scan &amp;amp; merge for this.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Pay attention to the fact that the struct workitem&amp;nbsp;actually belongs to two &lt;em&gt;different&lt;/em&gt;&amp;nbsp;linked lists. We have the next&amp;nbsp;pointer, which is used to send work to the worker thread, and the prev&amp;nbsp;pointer, which is used to iterate over the entire set of operations we submitted on completion (we&amp;rsquo;ll cover this in a bit). &lt;/p&gt;&lt;p style="text-align:left;"&gt;Queuing work is done using the following method:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;int32_t
wait_for_work_completion&lt;span class="token punctuation"&gt;(&lt;/span&gt;struct handle *handle_ptr, 
    struct workitem *prev, 
    int eventfd, 
    int32_t *detailed_error_code&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    // wake worker thread
    eventfd_write&lt;span class="token punctuation"&gt;(&lt;/span&gt;g_worker.eventfd, &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    
    bool all_done &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;!&lt;/span&gt;all_done&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        all_done &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        *detailed_error_code &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        eventfd_t &lt;span class="token function"&gt;v&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        int rc &lt;span class="token operator"&gt;=&lt;/span&gt; read&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd, &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;v, sizeof&lt;span class="token punctuation"&gt;(&lt;/span&gt;eventfd_t&lt;span class="token punctuation"&gt;))&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        struct workitem *work &lt;span class="token operator"&gt;=&lt;/span&gt; prev&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;while&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;work&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            all_done &lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt; atomic_load&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token operator"&gt;&amp;amp;&lt;/span&gt;work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;completed&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            work &lt;span class="token operator"&gt;=&lt;/span&gt; work-&lt;span class="token operator"&gt;&gt;&lt;/span&gt;prev&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token builtin class-name"&gt;return&lt;/span&gt; SUCCESS&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is pretty simple. We first wake the worker thread by writing to its eventfd(),&amp;nbsp;and then we wait on our own eventfd()&amp;nbsp;for the worker to signal us that (at least some) of the work is done.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that we handle the submission of multiple work items by iterating over them in reverse order, using the prev&amp;nbsp;pointer. Only when &lt;em&gt;all&lt;/em&gt;&amp;nbsp;the work is done can we return to our caller. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The end result of all this behavior is that we have a completely new way to deal with background I/O operations (remember, journal writes are handled differently). We can control both the volume of load we put on the system by adjusting the size of the IO Ring as well as changing its priority. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The fact that we have a single global IO Ring means that we can get much better usage out of the worker thread pool that IO Ring utilizes. We also give the OS a lot more opportunities to optimize RavenDB&amp;rsquo;s I/O.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The code in this post shows the Linux implementation, but RavenDB also supports IO Ring on Windows if you are running a recent edition. &lt;/p&gt;&lt;p style="text-align:left;"&gt;We &lt;em&gt;aren&amp;rsquo;t&lt;/em&gt;&amp;nbsp;done yet, mind, I still have more exciting things to tell you about how RavenDB 7.1 is optimizing writes and overall performance. In the next post, we&amp;rsquo;ll discuss what I call the High Occupancy Lane vs. Critical Lane for I/O and its impact on our performance.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/202051-a/ravendb-7-1-one-io-ring-to-rule-them-all?Key=38179609-befe-414a-9d40-bf158239a6a4</link><guid>http://ayende.com/202051-a/ravendb-7-1-one-io-ring-to-rule-them-all?Key=38179609-befe-414a-9d40-bf158239a6a4</guid><pubDate>Tue, 18 Mar 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB 7.1: Shared Journals</title><description>&lt;p&gt;I wrote before about &lt;a href="https://ayende.com/blog/201862-C/performance-discovery-iops-vs-iops?key=aec235b80aca419cb22bf329971dca21"&gt;a surprising benchmark&lt;/a&gt;&amp;nbsp;that we ran to discover the limitations of modern I/O systems. Modern disks such as NVMe have &lt;em&gt;impressive&lt;/em&gt;&amp;nbsp;capacity and amazing performance for everyday usage. When it comes to the sort of activities that a database engine is interested in, the situation is quite different.&lt;/p&gt;&lt;p&gt;At the end of the day, a transactional database cares a lot about actually persisting the data to disk safely. The usual metrics we have for disk benchmarks are all about buffered writes, that is why we run our own benchmark. The results were really interesting (&lt;a href="https://ayende.com/blog/201862-C/performance-discovery-iops-vs-iops?key=aec235b80aca419cb22bf329971dca21"&gt;see the post&lt;/a&gt;), basically, it feels like there is a bottleneck writing to the disk. The bottleneck is with the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of writes, not how big they are.&lt;/p&gt;&lt;p&gt;If you are issuing a lot of small writes, your writes will contend on that bottleneck and you&amp;rsquo;ll see throughput that is &lt;em&gt;slow&lt;/em&gt;. The easiest way to think about it is to consider a bus carrying 50 people at once versus 50 cars with one person each. The same road would be able to transport a lot more people with the bus rather than with individual cars, even though the bus is heavier and (theoretically, at least) slower.&lt;/p&gt;&lt;p&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;h3&gt;Databases &amp;amp; Storages&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;In this post, I&amp;rsquo;m using the term Storage to refer to a particular folder on disk, which is its own self-contained storage with its own ACID transactions. A RavenDB database is composed of many such Storages that are cooperating together behind the scenes.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;The I/O behavior we observed is very interesting for RavenDB. The way RavenDB is built is that a single database is actually made up of a central Storage for the data, and separate Storages for each of the indexes you have. That allows us to do split work between different cores, parallelize work, and most importantly, benefit from batching changes to the indexes. &lt;/p&gt;&lt;p&gt;The downside of that is that a single transaction doesn&amp;rsquo;t cause a single write to the disk but multiple writes. Our test case is the absolute worst-case scenario for the disk, we are making a lot of individual writes to a lot of documents, and there are about 100 indexes active on the database in question. &lt;/p&gt;&lt;p&gt;In other words, at any given point in time, there are &lt;em&gt;many&lt;/em&gt;&amp;nbsp;(concurrent) outstanding writes to the disk. We don&amp;rsquo;t actually &lt;em&gt;care&lt;/em&gt;&amp;nbsp;about most of those writers, mind you. The only writer that matters (and is on the critical path) is the database one. All the others are &lt;em&gt;meant&lt;/em&gt;&amp;nbsp;to complete in an asynchronous manner and, under load, will actually perform better if they stall (since they can benefit from batching).&lt;/p&gt;&lt;p&gt;The problem is that we &lt;em&gt;are&lt;/em&gt;&amp;nbsp;suffering from this situation. In this situation, the writes that the user is actually waiting for are basically stuck in traffic behind all the lower-priority writes. That is &lt;em&gt;quite&lt;/em&gt;&amp;nbsp;annoying, I have to say. &lt;/p&gt;&lt;h3&gt;The role of the Journal in Voron&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;The Write Ahead Journal in Voron is responsible for ensuring that your transactions are durable. &amp;nbsp;&lt;a href="https://ayende.com/blog/175075/voron-internals-the-transaction-journal-recovery"&gt;I wrote about it extensively in the past&lt;/a&gt;&amp;nbsp;(in fact, I would recommend the whole series detailing &lt;a href="https://ayende.com/blog/posts/series/175073/voron-internals"&gt;the internals of Voron&lt;/a&gt;). In short, whenever a transaction is committed, Voron writes that to the journal file using unbuffered I/O. &lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p&gt;Remember that the database and each index are running their own separate storages, each of which can commit completely independently of the others. Under load, all of them may issue unbuffered writes at the same time, leading to congestion and our current problem.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;During normal operations, Voron writes to the journal, waits to flush the data to disk, and then deletes the journal. They are &lt;em&gt;never&lt;/em&gt;&amp;nbsp;actually read except during startup. So all the I/O here is just to verify that, on recovery, we can trust that we won&amp;rsquo;t lose any data.&lt;/p&gt;&lt;p&gt;The fact that we have many independent writers that aren&amp;rsquo;t coordinating with one another is an absolute killer for our performance in this scenario. We need to find a way to solve this, but how?&lt;/p&gt;&lt;p&gt;One option is to have both indexes and the actual document in the same storage. That would mean that we have a single journal and a single writer, which is great. However, Voron has a single writer model, and for very good reasons. We want to be able to process indexes in parallel and in batches, so that was a non-starter.&lt;/p&gt;&lt;p&gt;The second option was to &lt;em&gt;not&lt;/em&gt;&amp;nbsp;write to the journal in a durable manner for indexes. That sounds&amp;hellip; insane for a transactional database, right? But there is logic to this madness. RavenDB doesn&amp;rsquo;t actually &lt;em&gt;need&lt;/em&gt;&amp;nbsp;its indexes to be transactional, as long as they are consistent, we are fine with &amp;ldquo;losing&amp;rdquo; transactions (for indexes only, mind!). The reasoning behind that is that we can re-index from the documents themselves (who &lt;em&gt;would&lt;/em&gt;&amp;nbsp;be writing in a durable manner). &lt;/p&gt;&lt;p&gt;We actively considered that option for a while, but it turned out that if we don&amp;rsquo;t have a durable journal, that makes it a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;more difficult to recover. We can&amp;rsquo;t rely on the data on disk to be consistent, and we don&amp;rsquo;t have a known good source to recover from. Re-indexing a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of data can also be pretty expensive. In short, that was an attractive option from a distance, but the more we looked into it, the more complex it turned out to be. &lt;/p&gt;&lt;p&gt;The final option was to merge the journals. Instead of each index writing to its own journal, we could write to a single shared journal at the database level. The problem was that if we did individual writes, we would be right back in the same spot, now on a single file rather than many. But our tests show that this doesn&amp;rsquo;t actually matter. &lt;/p&gt;&lt;p&gt;Luckily, we are well-practiced in &lt;a href="https://ayende.com/blog/174945/the-guts-n-glory-of-database-internals-merging-transactions"&gt;the notion of transaction merging&lt;/a&gt;, so this is exactly what we did. Each storage inside a database is completely independent and can carry on without needing to synchronize with any other. We defined the following model for the database:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Root Storage: Documents&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;Branch: Index - Users/Search&lt;/li&gt;&lt;li&gt;Branch: Index - Users/LastSuccessfulLogin&lt;/li&gt;&lt;li&gt;Branch: Index - Users/Activity&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;This root &amp;amp; branch model is a simple hierarchy, with the documents storage serving as the root and the indexes as branches. Whenever an index completes a transaction, it will prepare the journal entry to be written, but instead of writing the entry to its own journal, it will pass the entry to the root. &lt;/p&gt;&lt;p&gt;The root (the actual database, I remind you) will be able to aggregate the journal entries from its own transaction as well as all the indexes and write them to the disk in a single system call. Going back to the bus analogy, instead of each index going to the disk using its own car, they all go on the bus together.&lt;/p&gt;&lt;p&gt;We now write all the entries from multiple storages into the same journal, which means that we have to distinguish between the different entries. &amp;nbsp;I &lt;a href="https://ayende.com/blog/201923-B/accidenal-complecity-a-tale-of-two-guids?key=28ec9f477f3d4cb1869aa362c8def5bf"&gt;wrote a bit about the challenges involved&lt;/a&gt;&amp;nbsp;there, but we got it done.&lt;/p&gt;&lt;p&gt;The end result is that we now have journal writes merging for all the indexes of a particular database, which for large databases can reduce the total number of disk writes &lt;em&gt;significantly&lt;/em&gt;. Remember our findings from earlier, bigger writes are just fine, and the disk can process them at GB/s rate. It is the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of individual writes that matters most here.&lt;/p&gt;&lt;h2&gt;Writing is not even half the job, recovery (read) in a shared world&lt;/h2&gt;&lt;p&gt;The really tough challenge here wasn&amp;rsquo;t how to deal with the write side for this feature. Journals are never read during normal operations. Usually we only ever write to them, and they keep a persistent record of transactions until we flush all changes to the data file, at which point we can delete them.&lt;/p&gt;&lt;p&gt;It is only when the Storage starts that we need to read from the journals, to recover all transactions that were committed to them. As you can imagine, even though this is a rare occurrence, it is one of critical importance for a database. &lt;/p&gt;&lt;p&gt;This change means that we direct all the transactions from both the indexes and the database into a single journal file. Usually, each Storage environment has its own &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory that stores its journal files. On startup, it will read through all those files and recover the data file. &lt;/p&gt;&lt;p&gt;How does it work in the shared journal model? For a root storage (the database), nothing much changes. We need to take into account that the journal files may contain transactions from a different storage, such as an index, but that is easy enough to filter. &lt;/p&gt;&lt;p&gt;What about branch storage (an index) recovery? Well, it can probably just read the &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory of the root (the database), no?&lt;/p&gt;&lt;p&gt;Well, maybe. Here are some problems with this approach. How do we encode the relationship between root &amp;amp; branch? Do we store a relative path, or an absolute path? We could of course just always use the root&amp;rsquo;s &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory, but that is problematic. It means that we could &lt;em&gt;only&lt;/em&gt;&amp;nbsp;open the branch storage if we already have the root storage open. Accepting this limitation means adding a new wrinkle into the system that currently doesn&amp;rsquo;t exist.&lt;/p&gt;&lt;p&gt;It is &lt;em&gt;highly &lt;/em&gt;desirable (for many reasons) to want to be able to work with just a single environment. For example, for troubleshooting a particular index, we may want to load it in isolation from its database. Losing that ability, which ties a branch storage to its root, is not something we want.&lt;/p&gt;&lt;p&gt;The current state, by the way, in which each storage is a self-contained folder, is pretty good for us. Because we can play certain tricks. For example, we can stop a database, rename an index folder, and start it up again. The index would be effectively re-created. Then we can stop the database and rename the folders again, going back to the previous state. That is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;possible if we tie all their lifetimes together with the same journal file.&lt;/p&gt;&lt;h2&gt;Additional complexity is not welcome in this project&lt;/h2&gt;&lt;p&gt;Building a database is complicated enough, adding additional levels of complexity is a Bad Idea. Adding additional complexity to the &lt;em&gt;recovery process&lt;/em&gt;&amp;nbsp;(which by its very nature is both critical and rarely executed) is a Really Bad Idea.&lt;/p&gt;&lt;p&gt;I started laying out the details about what this feature entails:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;A database cannot delete its journal files until all the indexes have synced their state. &lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;What happens if an index is disabled by the user?&lt;/li&gt;&lt;li&gt;What happens if an index is in an error state?&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;How do you manage the state across snapshot &amp;amp; restore?&lt;/li&gt;&lt;li&gt;There is a well-known optimization for databases in which we split the data file and the journal files into separate volumes. How is that going to work in this model?&lt;/li&gt;&lt;li&gt;Putting the database and indexes on separate volumes altogether is also a well-known optimization technique. Is that still possible?&lt;/li&gt;&lt;li&gt;How do we migrate from legacy databases to the new shared journal model? &lt;/li&gt;&lt;/ul&gt;&lt;p&gt;I started to provide answers for all of these questions&amp;hellip; I&amp;rsquo;ll spare you the flow chart that was involved, it looked something between abstract art and the remains of a high school party. &lt;/p&gt;&lt;p&gt;The problem is that at a very deep level, a Voron Storage is meant to be its own independent entity, and we should be able to deal with it as such. For example, RavenDB has a feature called Side-by-Side indexes, which allows us to have &lt;em&gt;two&lt;/em&gt;&amp;nbsp;versions of an index at the same time. When both the old and new versions are fully caught up, we can shut down both indexes, delete the old one, and rename the new index with the old one&amp;rsquo;s path. &lt;/p&gt;&lt;p&gt;A single shared journal would have to deal with this scenario explicitly, as well as many other different ones that all made such assumptions about the way the system works.&lt;/p&gt;&lt;h2&gt;Not my monkeys, not my circus, not my problem&lt;/h2&gt;&lt;p&gt;I got a great idea about how to dramatically simplify the task when I realized that a core tenet of Voron and RavenDB in general is that we should &lt;em&gt;not&lt;/em&gt;&amp;nbsp;go against the grain and add complexity to our lives. In the same way that Voron uses memory-mapped files and carefully designed its data access patterns to take advantage of the kernel&amp;rsquo;s heuristics. &lt;/p&gt;&lt;p&gt;The idea is simple, instead of having a single shared journal that is managed by the database (the root storage) and that we need to access from the indexes (the branch storages), we&amp;rsquo;ll have a single shared journal with many references.&lt;/p&gt;&lt;p&gt;The idea is that instead of having a single journal file, we&amp;rsquo;ll take advantage of an interesting feature: hard links. A hard link is just a way to associate the same &lt;em&gt;file data&lt;/em&gt;&amp;nbsp;with multiple &lt;em&gt;file names&lt;/em&gt;, which can reside in separate directories. A hard link is limited to files running on the same volume, and the easiest way to think about them is as pointers to the file data. &lt;/p&gt;&lt;p&gt;Usually, we make no distinction between the file name and the file itself, but at the file system level, we can attach a single file to multiple names. The file system will manage the reference counts for the file, and when the &lt;em&gt;last&lt;/em&gt;&amp;nbsp;reference to the file is removed, the file system will delete the file. &lt;/p&gt;&lt;p&gt;The idea is that we&amp;rsquo;ll keep the same &lt;code&gt;Journals/&lt;/code&gt;&amp;nbsp;directory structure as before, where each Storage has its own directory. But instead of having separate journals for each index and the database, we&amp;rsquo;ll have hard links between them. You can see how it will look like here, the numbers next to the file names are the inode numbers, you can see that there are multiple such files with the same inode number (indicating that there are multiple links to the same underlying file).. &lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;└── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40956&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; my.shop.db
    ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40655&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Indexes
    │   ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40968&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Users_ByName
    │   │   └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40970&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
    │   │       ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;80120&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0002.journal
    │   │       └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0003.journal
    │   └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40921&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Users_Search
    │       └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40612&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
    │           ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;81111&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0001.journal
    │           └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0002.journal
    └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;40812&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; Journals
        ├── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;81111&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0014.journal
        └── &lt;span class="token punctuation"&gt;[&lt;/span&gt;  &lt;span class="token number"&gt;82222&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; 0015.journal&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;With this idea, here is how a RavenDB database manages writing to the journal. When the database needs to commit a transaction, it will write to its journal, located in the &lt;code&gt;Journals/ &lt;/code&gt;directory. If an index (a branch storage) needs to commit a transaction, it does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;write to its own journal but passes the transaction to the database (the root storage), where it will be merged with any other writes (from the database or other indexes), reducing the number of write operations.&lt;/p&gt;&lt;p&gt;The key difference here is that when we write to the journal, we check if that journal file is already associated with this storage environment. Take a look at the &lt;code&gt;Journals/0015.journal&lt;/code&gt;&amp;nbsp;file, if the &lt;code&gt;Users_ByName &lt;/code&gt;index needs to write, it will check if the journal file is already associated with it or not. &amp;nbsp;In this case, you can see that &lt;code&gt;Journals/0015.journal&lt;/code&gt;&amp;nbsp;points to the same file (inode) as &lt;code&gt;Indexes/Users_ByName/Journals/0003.journal&lt;/code&gt;. &lt;/p&gt;&lt;p&gt;What this means is that the shared journals mode is &lt;em&gt;only &lt;/em&gt;applicable for committing transactions, there have been no changes required for the reads / recovery side. That is a major plus for this sort of a critical feature since it means that we can rely on code that we have proven to work over 15 years.&lt;/p&gt;&lt;h3&gt;The single writer mode makes it work&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;A key fact to remember is that there is always only a &lt;em&gt;single&lt;/em&gt;&amp;nbsp;writer to the journal file. That means that there is no need to worry about contention or multiple concurrent writes competing for access. There is one writer and many readers (during recovery), and each of them can treat the file as effectively immutable during recovery.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;The idea behind relying on hard links is that we let the operating system manage the file references. If an index flushes its file and is done with a particular journal file, it can delete that without requiring any coordination with the rest of the indexes or the database. That lack of coordination is a &lt;em&gt;huge&lt;/em&gt;&amp;nbsp;simplification in the process.&lt;/p&gt;&lt;p&gt;In the same manner, features such as copying &amp;amp; moving folders around still work. Moving a folder will not break the hard links, but copying the folder will. In that case, we don&amp;rsquo;t actually &lt;em&gt;care&lt;/em&gt;, we&amp;rsquo;ll still read from the journal files as normal. When we need to commit a new transaction after a copy, we&amp;rsquo;ll create a &lt;em&gt;new&lt;/em&gt;&amp;nbsp;linked file. &lt;/p&gt;&lt;p&gt;That means that features such as snapshots just work (although restoring from a snapshot will create multiple copies of the &amp;ldquo;same&amp;rdquo; journal file). We don&amp;rsquo;t really care about that, since in short order, the journals will move beyond that and share the same set of files once again.&lt;/p&gt;&lt;p&gt;In the same way, that is how we&amp;rsquo;ll migrate from the old system to the new one. It is just a set of files on disk, and we can just create new hard links as needed.&lt;/p&gt;&lt;h2&gt;Advanced scenarios behavior&lt;/h2&gt;&lt;p&gt;I mentioned earlier that a well-known technique for database optimizations is to split the database file and the journals into separate volumes (which provides higher overall I/O throughput). If the database and the indexes reside on different volumes, we cannot use hard links, and the entire premise of this feature fails. &lt;/p&gt;&lt;p&gt;In practice, at least for our users&amp;rsquo; scenarios, that tends to be the exception rather than the rule. And shared journals are a relevant optimization for the most common deployment model.&lt;/p&gt;&lt;h2&gt;Additional optimizations - vectored I/O&lt;/h2&gt;&lt;p&gt;The idea behind shared journals is that we can funnel the writes from multiple environments through a single pipe, presenting the disk with fewer (and larger) writes. The fact that we need to write multiple buffers at the same time also means that we can take advantage of even more optimizations.&lt;/p&gt;&lt;p&gt;In Windows, we can use &lt;code&gt;WriteFileGather&lt;/code&gt;&amp;nbsp;to submit a single system call to merge multiple writes from many indexes and the database. On Linux, we use &lt;code&gt;pwritev&lt;/code&gt;&amp;nbsp;for the same purpose. The end result is additional optimizations beyond just the merged writes. &lt;/p&gt;&lt;p&gt;I have been working on this set of features for a very long time, and all of them are designed to be completely invisible to the user. They either give us &lt;a href="https://ayende.com/blog/201955-A/ravendb-7-1-next-gen-pagers?key=5150836dcfb946c09b64c00945b668a8"&gt;a lot more flexibility internally&lt;/a&gt;or they are meant to just provide better performance without requiring any action from the user.&lt;/p&gt;&lt;p&gt;I&amp;rsquo;m &lt;em&gt;really&lt;/em&gt;&amp;nbsp;looking forward to showing the performance results. We&amp;rsquo;ll get to that in the next post&amp;hellip; &lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201991-a/ravendb-7-1-shared-journals?Key=034754e7-da2f-4a36-9afe-749e03424598</link><guid>http://ayende.com/201991-a/ravendb-7-1-shared-journals?Key=034754e7-da2f-4a36-9afe-749e03424598</guid><pubDate>Mon, 17 Feb 2025 12:00:00 GMT</pubDate></item><item><title>Production post-mortem: Inspecting ourselves to death</title><description>&lt;p&gt;The problem was that this took &lt;em&gt;time&lt;/em&gt;&amp;nbsp;- many days or multiple weeks - for us to observe that. But we had the charts to prove that this was pretty consistent. If the RavenDB service was restarted (we did &lt;em&gt;not&lt;/em&gt;&amp;nbsp;have to restart the machine), the situation would instantly fix itself and then slowly degrade over time. &lt;/p&gt;&lt;p&gt;The scenario in question was performance degradation over time. The metric in question was the average request latency, and we could track a small but consistent rise in this number over the course of days and weeks.&amp;nbsp;The load on the server remained pretty much constant, but the latency of the requests grew.&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;That the customer didn&amp;rsquo;t notice that is an interesting story on its own. RavenDB will automatically prioritize the fastest node in the cluster to be the &amp;ldquo;customer-facing&amp;rdquo; one, and it alleviated the issue to such an extent that the metrics the customer usually monitors were fine. The RavenDB Cloud team looks at the entire system, so we started the investigation long before the problem warranted users&amp;rsquo; attention.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;I &lt;em&gt;hate&lt;/em&gt;&amp;nbsp;these sorts of issues because they are really hard to figure out and subject to basically every caveat under the sun. In this case, we basically had exactly nothing to go on. The workload was pretty consistent, and I/O, memory, and CPU usage were acceptable. There was no starting point to look at.&lt;/p&gt;&lt;p&gt;Those are also &lt;em&gt;big&lt;/em&gt;&amp;nbsp;machines, with hundreds of GB of RAM and running heavy workloads. These machines have great disks and a lot of CPU power to spare. What is going on here?&lt;/p&gt;&lt;p&gt;After a long while, we got a good handle on what is actually going on. When RavenDB starts, it creates memory maps of the file it is working with. Over time, as needed, RavenDB will map, unmap, and remap as needed. A process that has been running for a long while, with many databases and indexes operating, will have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of work done in terms of memory mapping.&lt;/p&gt;&lt;p&gt;In Linux, you can inspect those details by running:&lt;/p&gt;&lt;p&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;$ cat /proc/22003/smaps


600a33834000&lt;span class="token punctuation"&gt;-&lt;/span&gt;600a3383b000 r&lt;span class="token punctuation"&gt;-&lt;/span&gt;&lt;span class="token punctuation"&gt;-&lt;/span&gt;p 00000000 08&lt;span class="token punctuation"&gt;:&lt;/span&gt;30 214585                     /data/ravendb/Raven.Server
&lt;span class="token key atrule"&gt;Size&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                 28 kB
&lt;span class="token key atrule"&gt;KernelPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        4 kB
&lt;span class="token key atrule"&gt;MMUPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           4 kB
&lt;span class="token key atrule"&gt;Rss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  28 kB
&lt;span class="token key atrule"&gt;Pss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  26 kB
&lt;span class="token key atrule"&gt;Shared_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          4 kB
&lt;span class="token key atrule"&gt;Shared_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          0 kB
&lt;span class="token key atrule"&gt;Private_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        24 kB
&lt;span class="token key atrule"&gt;Private_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Referenced&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           28 kB
&lt;span class="token key atrule"&gt;Anonymous&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;             0 kB
&lt;span class="token key atrule"&gt;LazyFree&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;              0 kB
&lt;span class="token key atrule"&gt;AnonHugePages&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;ShmemPmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;FilePmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Shared_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;Private_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       0 kB
&lt;span class="token key atrule"&gt;Swap&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  0 kB
&lt;span class="token key atrule"&gt;SwapPss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;               0 kB
&lt;span class="token key atrule"&gt;Locked&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                0 kB
&lt;span class="token key atrule"&gt;THPeligible&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;    &lt;span class="token number"&gt;0&lt;/span&gt;
&lt;span class="token key atrule"&gt;VmFlags&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; rd mr mw me dw
600a3383b000&lt;span class="token punctuation"&gt;-&lt;/span&gt;600a33847000 r&lt;span class="token punctuation"&gt;-&lt;/span&gt;xp 00006000 08&lt;span class="token punctuation"&gt;:&lt;/span&gt;30 214585                     /data/ravendb/Raven.Server
&lt;span class="token key atrule"&gt;Size&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                 48 kB
&lt;span class="token key atrule"&gt;KernelPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        4 kB
&lt;span class="token key atrule"&gt;MMUPageSize&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           4 kB
&lt;span class="token key atrule"&gt;Rss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  48 kB
&lt;span class="token key atrule"&gt;Pss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  46 kB
&lt;span class="token key atrule"&gt;Shared_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          4 kB
&lt;span class="token key atrule"&gt;Shared_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;          0 kB
&lt;span class="token key atrule"&gt;Private_Clean&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        44 kB
&lt;span class="token key atrule"&gt;Private_Dirty&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Referenced&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;           48 kB
&lt;span class="token key atrule"&gt;Anonymous&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;             0 kB
&lt;span class="token key atrule"&gt;LazyFree&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;              0 kB
&lt;span class="token key atrule"&gt;AnonHugePages&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;ShmemPmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;FilePmdMapped&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         0 kB
&lt;span class="token key atrule"&gt;Shared_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        0 kB
&lt;span class="token key atrule"&gt;Private_Hugetlb&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       0 kB
&lt;span class="token key atrule"&gt;Swap&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                  0 kB
&lt;span class="token key atrule"&gt;SwapPss&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;               0 kB
&lt;span class="token key atrule"&gt;Locked&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;                0 kB
&lt;span class="token key atrule"&gt;THPeligible&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;    &lt;span class="token number"&gt;0&lt;/span&gt;
&lt;span class="token key atrule"&gt;VmFlags&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; rd ex mr mw me dw&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p&gt;Here you can see the first page of entries from this file. Just starting up RavenDB (with no databases created) will generate close to 2,000 entries. The &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;virtual file can be really invaluable for figuring out certain types of problems. In the snippet above, you can see that we have some executable memory ranges mapped, for example.&lt;/p&gt;&lt;p&gt;The problem is that over time, memory becomes fragmented, and we may end up with an &lt;code&gt;smaps &lt;/code&gt;file that contains tens of thousands (or even hundreds of thousands) of entries.&lt;/p&gt;&lt;p&gt;Here is the result of running &lt;code&gt;perf top&lt;/code&gt;&amp;nbsp;on the system, you can see that the top three items that hogs most of the resources are related to &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;accounting.&lt;/p&gt;&lt;p&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p&gt;This file provides such useful information that we monitor it on a regular basis. It turns out that this can have&amp;hellip; interesting effects. Consider that while we are running the scan through all the memory mapping, we may need to &lt;em&gt;change&lt;/em&gt;&amp;nbsp;the memory mapping for the process. That leads to contention&amp;nbsp;on the kernel locks that protect the mapping, of course. &lt;/p&gt;&lt;h3&gt;It&amp;rsquo;s expensive to generate the &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;file&lt;/h3&gt;&lt;blockquote&gt;&lt;p&gt;Reading from &lt;code&gt;/proc/[pid]/smaps&lt;/code&gt;&amp;nbsp;is not a simple file read. It involves the kernel gathering detailed memory statistics (e.g., memory regions, page size, resident/anonymous/shared memory usage) for each virtual memory area (VMA) of the process. For large processes with many memory mappings, this can be computationally expensive as the kernel has to gather the required information every time &lt;code&gt;/proc/[pid]/smaps&lt;/code&gt;&amp;nbsp;is accessed.&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p&gt;When &lt;code&gt;/proc/[pid]/smaps &lt;/code&gt;is read, the kernel needs to access memory-related structures. This may involve taking locks on certain parts of the process&amp;rsquo;s memory management system. If this is done too often or across many large processes, it could lead to contention or slow down the process itself, especially if other processes are accessing or modifying memory at the same time.&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;If the number of memory mappings is high, and the frequency with which we monitor is short&amp;hellip; I hope you can see where this is going. We effectively spent so much time running over this file that we blocked other operations. &lt;/p&gt;&lt;p&gt;This wasn&amp;rsquo;t an issue when we just started the process, because the number of memory mappings was small, but as we worked on the system and the number of memory mappings grew&amp;hellip; we eventually started hitting contention. &lt;/p&gt;&lt;p&gt;The solution was two-fold. We made sure that there is only ever a single thread that would read the information from the &lt;code&gt;smaps &lt;/code&gt;(previously it might have been triggered from multiple locations). &amp;nbsp;We added some throttling to ensure that we aren&amp;rsquo;t hammering the kernel with requests for this file too often (returning cached information if needed) and we switched from using &lt;code&gt;smaps&lt;/code&gt;&amp;nbsp;to using &lt;code&gt;smaps_rollup&lt;/code&gt;&amp;nbsp;instead. The rollup version provides much better performance, since it deals with summary data only.&lt;/p&gt;&lt;p&gt;With those changes in place, we deployed to production and waited. The result was flat latency numbers and another item that the Cloud team could strike off the board successfully.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201924-b/production-post-mortem-inspecting-ourselves-to-death?Key=cc2ece80-0187-4b28-bdb2-eff7882e77dd</link><guid>http://ayende.com/201924-b/production-post-mortem-inspecting-ourselves-to-death?Key=cc2ece80-0187-4b28-bdb2-eff7882e77dd</guid><pubDate>Fri, 17 Jan 2025 12:00:00 GMT</pubDate></item><item><title>The memory leak in ConcurrentQueue</title><description>&lt;p style="text-align:left;"&gt;We ran into a memory issue recently in RavenDB, which had a pretty interesting root cause. Take a look at the following code and see if you can spot what is going on:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-java'&gt;&lt;code class='line-numbers language-java'&gt;&lt;span class="token class-name"&gt;ConcurrentQueue&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Buffer&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; _buffers &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;void&lt;/span&gt; &lt;span class="token class-name"&gt;FlushUntil&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt; maxTransactionId&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token class-name"&gt;List&lt;/span&gt;&lt;span class="token generics"&gt;&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token class-name"&gt;Buffer&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt; toFlush &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;while&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_buffers&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;TryPeek&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;out buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;&amp;amp;&amp;amp;&lt;/span&gt; 
        &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;TransactionId&lt;/span&gt; &lt;span class="token operator"&gt;&amp;lt;=&lt;/span&gt; maxTransactionId&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_buffers&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;TryDequeue&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;out buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;toFlush&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;buffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    &lt;span class="token class-name"&gt;FlushToDisk&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;toFlush&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The code handles flushing data to disk based on the maximum transaction ID. Can you see the memory leak?&lt;/p&gt;&lt;p style="text-align:left;"&gt;If we have a lot of load on the system, this will run just fine. The problem is when the load is over. If we &lt;em&gt;stop&lt;/em&gt;&amp;nbsp;writing new items to the system, it will keep a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of stuff in memory, even though there is no reason for it to do so. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason for that is the call to TryPeek(). You can read the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://github.com/dotnet/runtime/blob/main/src/libraries/System.Private.CoreLib/src/System/Collections/Concurrent/ConcurrentQueueSegment.cs#L197-L201"&gt;source directly&lt;/a&gt;&lt;/span&gt;, but the basic idea is that when you peek, you have to guard against concurrent TryTake(). If you are not careful, you may encounter something called a torn read.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s try to explain it in detail. Suppose we store a large struct in the queue and call TryPeek() and TryTake()&amp;nbsp;concurrently. The TryPeek() starts copying the struct to the caller at the same time that TryTake() does the same and &lt;em&gt;zeros the value&lt;/em&gt;. So it is possible that TryPeek() would get an invalid value. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To handle that, if you are using TryPeek(), the queue will &lt;em&gt;not&lt;/em&gt;&amp;nbsp;zero out the values. This means that until that queue segment is completely full and a new one is generated, we&amp;rsquo;ll retain references to those buffers, leading to an &lt;em&gt;interesting&lt;/em&gt;&amp;nbsp;memory leak.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201891-b/the-memory-leak-in-concurrentqueue?Key=c4281de5-6112-4082-adcc-f845ebe08965</link><guid>http://ayende.com/201891-b/the-memory-leak-in-concurrentqueue?Key=c4281de5-6112-4082-adcc-f845ebe08965</guid><pubDate>Mon, 13 Jan 2025 12:00:00 GMT</pubDate></item><item><title>Performance discovery: IOPS vs. IOPS</title><description>&lt;p style="text-align: left;"&gt;RavenDB is a transactional database, we &lt;em&gt;care&lt;/em&gt;&amp;nbsp;deeply about ACID. The D in ACID stands for durability, which means that to acknowledge a transaction, we &lt;em&gt;must&lt;/em&gt;&amp;nbsp;write it to a persistent medium. Writing to disk is &lt;em&gt;expensive&lt;/em&gt;, writing to the disk and ensuring durability is even more expensive.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;After seeing some weird performance numbers on a test machine, I decided to run an experiment to understand exactly how durable writes affect disk performance.&lt;/p&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;A few words about the term &lt;em&gt;durable writes&lt;/em&gt;. Disks are slow, so we use buffering &amp;amp; caches to avoid going to the disk. But a write to a buffer isn&amp;rsquo;t durable. A failure could cause it to never hit a persistent medium. So we need to tell the disk in some way that we are willing to wait until it can ensure that this write is actually durable.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;This is typically done using either fsync or&amp;nbsp;O_DIRECT | O_DSYNC&amp;nbsp;flags. So this is what we are testing in this post.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p style="text-align: left;"&gt;I wanted to test things out without any of my own code, so I ran the following benchmark.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I pre-allocated a file and then ran the following commands.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Normal writes (buffered) with different sizes (256 KB, 512 KB, etc).&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256K count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt;
dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;512K count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Durable writes (force the disk to acknowledge them) with different sizes:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256k count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt; oflag&lt;span class="token operator"&gt;=&lt;/span&gt;direct&lt;span class="token punctuation"&gt;,&lt;/span&gt;sync
dd &lt;span class="token keyword"&gt;if&lt;/span&gt;&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;dev&lt;span class="token operator"&gt;/&lt;/span&gt;zero of&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token operator"&gt;/&lt;/span&gt;data&lt;span class="token operator"&gt;/&lt;/span&gt;test bs&lt;span class="token operator"&gt;=&lt;/span&gt;256k count&lt;span class="token operator"&gt;=&lt;/span&gt;&lt;span class="token number"&gt;1024&lt;/span&gt; oflag&lt;span class="token operator"&gt;=&lt;/span&gt;direct&lt;span class="token punctuation"&gt;,&lt;/span&gt;sync&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;The code above opens the file using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;openat&lt;span class="token punctuation"&gt;(&lt;/span&gt;AT_FDCWD, &lt;span class="token string"&gt;"/data/test"&lt;/span&gt;, O_WRONLY&lt;span class="token operator"&gt;|&lt;/span&gt;O_CREAT&lt;span class="token operator"&gt;|&lt;/span&gt;O_TRUNC&lt;span class="token operator"&gt;|&lt;/span&gt;O_SYNC&lt;span class="token operator"&gt;|&lt;/span&gt;O_DIRECT, 0666&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;3&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;I got myself an &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/i4i.xlarge?selected=i4g.xlarge"&gt;i4i.xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance on AWS and started running some tests. That machine has a local NVMe drive of about 858 GB, 32 GB of RAM, and 4 cores. Let&amp;rsquo;s see what kind of performance I can get out of it.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesBuffered writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.3 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;512 KB&lt;/td&gt;
&lt;td&gt;512 MB&lt;/td&gt;
&lt;td&gt;1.2 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1 MB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;1.2 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;2 GB&lt;/td&gt;
&lt;td&gt;731 Mb/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;571 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;561 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;559 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;1 MB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;554 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;557 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;553 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;What you can see here is that writes are &lt;em&gt;really&lt;/em&gt;&amp;nbsp;fast when buffered. But when I hit a certain size (above 1 GB or so), we probably start having to write to the disk itself (which is NVMe, remember). Our top speed is about 550 MB/s at this point, regardless of the size of the buffers I&amp;rsquo;m passing to the write()&amp;nbsp;syscall.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I&amp;rsquo;m writing here using &lt;em&gt;cached &lt;/em&gt;I/O, which is something that as a database vendor, I don&amp;rsquo;t really care about. What happens when we run with direct &amp;amp; sync I/O, the way I would with a real database? Here are the numbers for the &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/i4i.xlarge?selected=i4g.xlarge"&gt;i4i.xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance for durable writes.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesDurable writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.3 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;1 GB&lt;/td&gt;
&lt;td&gt;1.1 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;584 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;64 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;394 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;32 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;237 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;126 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, when using direct I/O, the smaller the write, the more time it takes. Remember that we are talking about forcing the disk to write the data, and we need to wait for it to complete before moving to the next one.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;For 16 KB writes, buffered writes achieve a throughput of 553 MB/s vs. 126 MB/s for durable writes. This makes sense, since those writes are cached, so the OS is probably sending big batches to the disk. The numbers we have here clearly show that bigger batches are better.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;My next test was to see what would happen when I try to write things in parallel. In this test, we run 4 processes that write to the disk using direct I/O and measure their output.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I assume that I&amp;rsquo;m maxing out the throughput on the drive, so the total rate across all commands should be equivalent to the rate I would get from a single command.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;To run this in parallel I&amp;rsquo;m using a really simple mechanism - just spawn processes that would do the same work. Here is the command template I&amp;rsquo;m using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-lua"&gt;&lt;code class="line-numbers language-lua"&gt;parallel &lt;span class="token operator"&gt;-&lt;/span&gt;j &lt;span class="token number"&gt;4&lt;/span&gt; &lt;span class="token comment"&gt;--tagstring 'Task {}' dd if=/dev/zero of=/data/test bs=16M count=128 seek={} oflag=direct,sync ::: 0 1024 2048 3072&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;This would write to 4 different portions of the same file, but I also tested that on separate files. The idea is to generate a sufficient volume of writes to stress the disk drive.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesDurable &amp;amp; Parallel writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;16 MB&lt;/td&gt;
&lt;td&gt;8 GB&lt;/td&gt;
&lt;td&gt;650 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16 KB&lt;/td&gt;
&lt;td&gt;64 GB&lt;/td&gt;
&lt;td&gt;252 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;I also decided to write some low-level C code to test out how this works with threads and a single program. You can find &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://gist.github.com/ayende/bb6f104e0d1f4df5d9b4a2cf3049a48c"&gt;the code here&lt;/a&gt;&lt;/span&gt;. &amp;nbsp;I basically spawn NUM_THREADS threads, and each will open a file using O_SYNC | O_DIRECT&amp;nbsp;and write to the file WRITE_COUNT times with a buffer of size BUFFER_SIZE.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;This code just opens a lot of files and tries to write to them using direct I/O with 8 KB buffers. In total, I&amp;rsquo;m writing 16 GB (128 MB x 128 threads) to the disk. I&amp;rsquo;m getting a rate of about 320 MB/sec when using this approach.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;As before, increasing the buffer size seems to help here. I also tested a version where we write using buffered I/O and call fsync every now and then, but I got similar results.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The interim conclusion that I can draw from this experiment is that NVMes are pretty cool, but once you hit their limits you can really feel it. There is another aspect to consider though, I&amp;rsquo;m running this on a disk that is literally called &lt;em&gt;ephemeral storage&lt;/em&gt;. I need to repeat those tests on real hardware to verify whether the cloud disk simply ignores the command to persist properly and always uses the cache.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;That is supported by the fact that using both direct I/O on small data sizes didn&amp;rsquo;t have a big impact (and I expected it should). Given that the &lt;em&gt;point &lt;/em&gt;of direct I/O in this case is to force the disk to properly persist (so it would be durable in the case of a crash), while at the same time an ephemeral disk is wiped if the host machine is restarted, that gives me good reason to believe that these numbers are because the hardware &amp;ldquo;lies&amp;rdquo; to me.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In fact, if I were in charge of those disks, lying about the durability of writes would be the first thing I would do. Those disks are local to the host machine, so we have two failure modes that we need to consider:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;The VM crashed - in which case the disk is perfectly fine and &amp;ldquo;durable&amp;rdquo;.&lt;/li&gt;
&lt;li&gt;The host crashed - in which case the disk is considered lost entirely.&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;Therefore, there is no &lt;em&gt;point&lt;/em&gt;&amp;nbsp;in trying to achieve durability, so we &lt;em&gt;can&amp;rsquo;t&lt;/em&gt;&amp;nbsp;trust those numbers.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The next step is to run it on a &lt;em&gt;real&lt;/em&gt;&amp;nbsp;machine. The economics of benchmarks on cloud instances are weird. For a one-off scenario, the cloud is a godsend. But if you want to run benchmarks on a regular basis, it is &lt;em&gt;far&lt;/em&gt;&amp;nbsp;more economical to just buy a physical machine. Within a month or two, you&amp;rsquo;ll already see a return on the money spent.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;We got a machine in the office called Kaiju (a Japanese term for enormous monsters, think: Godzilla) that has:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;32 cores&lt;/li&gt;
&lt;li&gt;188 GB RAM&lt;/li&gt;
&lt;li&gt;2 TB NVMe for the system disk&lt;/li&gt;
&lt;li&gt;4 TB NVMe for the data disk&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;I ran the same commands on that machine as well and got really interesting results.&lt;/p&gt;
&lt;p&gt;Write sizeTotal writesBuffered writes&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;4 KB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;1.4 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;256 KB&lt;/td&gt;
&lt;td&gt;256 MB&lt;/td&gt;
&lt;td&gt;1.4 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;2 GB&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB&lt;/td&gt;
&lt;td&gt;16 GB&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 MB&lt;/td&gt;
&lt;td&gt;32 GB&lt;/td&gt;
&lt;td&gt;1.8 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4 MB&lt;/td&gt;
&lt;td&gt;64 GB&lt;/td&gt;
&lt;td&gt;1.8 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;We are faster than the cloud instance, and we don&amp;rsquo;t have a drop-off point when we hit a certain size. We are &lt;em&gt;also&lt;/em&gt;&amp;nbsp;seeing higher performance when we throw bigger buffers at the system.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;But when we test with small buffers, the performance is also great. That is amazing, but what about durable writes with direct I/O?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I tested the same scenario with both buffered and durable writes:&lt;/p&gt;
&lt;p&gt;ModeBufferedDurable&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1 MB buffers, 8 GB write&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;td&gt;1.0 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2 MB buffers, 16 GB write&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;Wow, that is an interesting result. Because it means that when we use direct I/O with 1 MB buffers, we &lt;em&gt;lose&lt;/em&gt;&amp;nbsp;about 600 MB/sec compared to buffered I/O. Note that this is actually a pretty good result. 1 GB/sec is amazing.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;And if you use big buffers, then the cost of direct I/O is basically gone. What about when we go the other way around and use smaller buffers?&lt;/p&gt;
&lt;p&gt;ModeBufferedDurable&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;128 KB buffers, 8 GB write&lt;/td&gt;
&lt;td&gt;1.7 GB/s&lt;/td&gt;
&lt;td&gt;169 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;32 KB buffers, 2 GB&lt;/td&gt;
&lt;td&gt;1.6 GB/s&lt;/td&gt;
&lt;td&gt;49.9 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Parallel:&lt;/strong&gt;&amp;nbsp;8, 1 MB, 8 GB&lt;/td&gt;
&lt;td&gt;5.8 GB/s&lt;/td&gt;
&lt;td&gt;3.6 GB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;&lt;strong&gt;Parallel&lt;/strong&gt;: 8, 128 KB, 8 GB&lt;/td&gt;
&lt;td&gt;6.0 GB/s&lt;/td&gt;
&lt;td&gt;550 MB/s&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;For buffered I/O - I&amp;rsquo;m getting simply dreamy numbers, pretty much regardless of what I do 🙂.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;For durable writes, the situation is clear. The bigger the buffer we write, the better we perform, and we &lt;em&gt;pay&lt;/em&gt;&amp;nbsp;for small buffers. Look at the numbers for 128 KB in the durable column for both single-threaded and parallel scenarios.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;169 MB/s in the single-threaded result, but with 8 parallel processes, we didn&amp;rsquo;t reach 1.3 GB/s (which is 169x8). Instead, we achieved less than half of our expected performance.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;It looks like there is a fixed cost for making a direct I/O write to the disk, regardless of the amount of data that we write. &amp;nbsp;When using 32 KB writes, we are not even breaking into the 200 MB/sec. And with 8 KB writes, we are barely breaking into the 50 MB/sec range.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Those are some &lt;em&gt;really&lt;/em&gt;&amp;nbsp;interesting results because they show a very strong preference for bigger writes over smaller writes.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I also tried using the same C code as before. As a reminder, we use direct I/O to write to 128 files in batches of 8 KB, writing a total of 128 MB per file. All of that is done concurrently to really stress the system.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;When running iotop in&amp;nbsp;this environment, we get:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-yaml"&gt;&lt;code class="line-numbers language-yaml"&gt;&lt;span class="token key atrule"&gt;Total DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         &lt;span class="token key atrule"&gt;0.00 B/s | Total DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       522.56 M/s
&lt;span class="token key atrule"&gt;Current DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       &lt;span class="token key atrule"&gt;0.00 B/s | Current DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;     567.13 M/s
    TID  PRIO  USER     DISK READ DISK WRITE&lt;span class="token punctuation"&gt;&amp;gt;&lt;/span&gt;    COMMAND
 142851 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142901 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142902 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142903 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
 142904 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    4.09 M/s ./a.out
&lt;span class="token punctuation"&gt;...&lt;/span&gt; redacted &lt;span class="token punctuation"&gt;...&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;So each thread is getting about 4.09 MB/sec for writes, but we total 522 MB/sec across all writes. I wondered what would happen if I limited it to fewer threads, so I tried with 16 concurrent threads, resulting in:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-yaml"&gt;&lt;code class="line-numbers language-yaml"&gt;&lt;span class="token key atrule"&gt;Total DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;         &lt;span class="token key atrule"&gt;0.00 B/s | Total DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;        89.80 M/s
&lt;span class="token key atrule"&gt;Current DISK READ&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;       &lt;span class="token key atrule"&gt;0.00 B/s | Current DISK WRITE&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;     110.91 M/s
    TID  PRIO  USER     DISK READ DISK WRITE&lt;span class="token punctuation"&gt;&amp;gt;&lt;/span&gt;    COMMAND
 142996 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.65 M/s ./a.out
 143004 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.62 M/s ./a.out
 142989 be/4 kaiju&lt;span class="token punctuation"&gt;-&lt;/span&gt;1     0.00 B/s    5.62 M/s ./a.out
&lt;span class="token punctuation"&gt;...&lt;/span&gt; redacted ..&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Here we can see that each thread is getting (slightly) more throughput, but the overall system throughput is greatly reduced.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;To give some context, with 128 threads running, the process wrote 16GB in 31 seconds, but with 16 threads, it took 181 seconds to write the same amount. In other words, there is a throughput issue here. I also tested this with various levels of concurrency:&lt;/p&gt;
&lt;p&gt;Concurrency(8 KB x 16K times - 128 MB)Throughput per threadTime / MB written&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;1&lt;/td&gt;
&lt;td&gt;15.5 MB / sec&lt;/td&gt;
&lt;td&gt;8.23 seconds / 128 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2&lt;/td&gt;
&lt;td&gt;5.95 MB / sec&lt;/td&gt;
&lt;td&gt;18.14 seconds / 256 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;4&lt;/td&gt;
&lt;td&gt;5.95 MB / sec&lt;/td&gt;
&lt;td&gt;20.75 seconds / 512 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;6.55 MB / sec&lt;/td&gt;
&lt;td&gt;20.59 seconds / 1024 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;5.70 MB / sec&lt;/td&gt;
&lt;td&gt;22.67 seconds / 2048 MB&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;To give some context, here are two attempts to write 2GB to the disk:&lt;/p&gt;
&lt;p&gt;ConcurrencyWriteThroughputTotal writtenTotal time&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;128 MB in 8 KB writes&lt;/td&gt;
&lt;td&gt;5.7 MB / sec&lt;/td&gt;
&lt;td&gt;2,048 MB&lt;/td&gt;
&lt;td&gt;22.67 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;256 MB in 16 KB writes&lt;/td&gt;
&lt;td&gt;12.6 MB / sec&lt;/td&gt;
&lt;td&gt;2,048 MB&lt;/td&gt;
&lt;td&gt;22.53 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;16&lt;/td&gt;
&lt;td&gt;256 MB in 16 KB writes&lt;/td&gt;
&lt;td&gt;10.6 MB / sec&lt;/td&gt;
&lt;td&gt;4,096 MB&lt;/td&gt;
&lt;td&gt;23.92 sec&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, we can see the impact of concurrent writes. There is absolutely some contention at the disk level when making direct I/O writes. The impact is related to the &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of writes rather than the amount of data being written.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Bigger writes are far more efficient. And concurrent writes allow you to get more data overall but come with a horrendous latency impact for each individual thread.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The difference between the cloud and physical instances is really interesting, and I have to assume that this is because the cloud instance isn&amp;rsquo;t actually forcing the data to the physical disk (it doesn&amp;rsquo;t make sense that it would).&lt;/p&gt;
&lt;p style="text-align: left;"&gt;I decided to test that on an &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://instances.vantage.sh/aws/ec2/m6i.2xlarge?cost_duration=annually&amp;amp;selected=m7g.8xlarge%2Cm7a.8xlarge%2Ct4g.nano&amp;amp;region=us-east-1&amp;amp;os=linux&amp;amp;reserved_term=Standard.noUpfront"&gt;m6i.2xlarge&lt;/a&gt;&lt;/span&gt;&amp;nbsp;instance with a 512 GB io2 disk with 16,000 IOPS.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The idea is that an io2&amp;nbsp;disk has to be durable, so it will probably have similar behavior to physical hardware.&lt;/p&gt;
&lt;p&gt;DiskBuffer SizeWritesDurableParallelTotalRate&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,638.40&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,331.20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;4.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;4,194,304.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;16,384.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,228.80&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;144.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;4,096.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;146.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;512.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;50.20&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;26.90&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;7.10&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;502.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,909.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;1,024.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2,048.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;1,832.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;No&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp;3,526.00&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;32.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;256.00&lt;/td&gt;
&lt;td&gt;150.9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;io2&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8,192.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp;Yes&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;8.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;64.00&lt;/td&gt;
&lt;td&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;37.10&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;In other words, we are seeing pretty much the same behavior as on the physical machine, unlike the ephemeral drive.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In conclusion, it looks like the limiting factor for direct I/O writes is the number of writes, not their size. There appears to be some benefit for concurrency in this case, but there is also some contention. The best option we got was with big writes.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Interestingly, big writes are a win, period. For example, 16 MB writes, direct I/O:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Single-threaded - 4.4 GB/sec&lt;/li&gt;
&lt;li&gt;2 threads - 2.5 GB/sec X 2 - total 5.0 GB/sec&lt;/li&gt;
&lt;li&gt;4 threads - 1.4 X 4 &amp;nbsp;- total 5.6 GB/sec&lt;/li&gt;
&lt;li&gt;8 threads - ~590 MB/sec x 8 - total 4.6 GB/sec&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;Writing 16 KB, on the other hand:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;8 threads - 11.8 MB/sec x 8 - total 93 MB/sec&lt;/li&gt;
&lt;li&gt;4 threads - 12.6 MB/sec x 4- total 50.4 MB/sec&lt;/li&gt;
&lt;li&gt;2 threads - 12.3 MB/sec x 2 - total 24.6 MB/sec&lt;/li&gt;
&lt;li&gt;1 thread - 23.4 MB/sec&lt;/li&gt;
&lt;/ul&gt;
&lt;p style="text-align: left;"&gt;This leads me to believe that there is a bottleneck somewhere in the stack, where we need to handle the durable write, but it isn&amp;rsquo;t related to the actual amount we write. In short, fewer and bigger writes are more effective, even with concurrency.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;As a database developer, that leads to some interesting questions about design. It means that I want to find some way to batch more writes to the disk, especially for durable writes, because it matters so much.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Expect to hear more about this in the future.&lt;/p&gt;
</description><link>http://ayende.com/201862-c/performance-discovery-iops-vs-iops?Key=aec235b8-0aca-419c-b22b-f329971dca21</link><guid>http://ayende.com/201862-c/performance-discovery-iops-vs-iops?Key=aec235b8-0aca-419c-b22b-f329971dca21</guid><pubDate>Fri, 10 Jan 2025 12:00:00 GMT</pubDate></item><item><title>Performance discovery: Managed vs. Unmanaged memory</title><description>&lt;p style="text-align:left;"&gt;When building RavenDB, we occasionally have to deal with some ridiculous numbers in both size and scale. In one of our tests, we ran into an interesting problem. Here are the performance numbers of running a particular query 3 times.&lt;/p&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;First Run: 19,924 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;Second Run: 3,181 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;Third Run: 1,179 ms&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;Those are not good numbers, so we dug into this to try to figure out what is going on. Here is the query that we are running:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;from index &lt;span class="token string"&gt;'IntFloatNumbers-Lucene'&lt;/span&gt; where Int &lt;span class="token operator"&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And the key here is that this index covers 400 million documents, all of which are actually greater than 0. So this is actually a pretty complex task for the database to handle, mostly because of the internals of how Lucene works. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that we provide &lt;em&gt;both&lt;/em&gt;&amp;nbsp;the first page of the results as well as its total number. So we have to go through the entire result set to find out how many items we have. That is a lot of work. &lt;/p&gt;&lt;p style="text-align:left;"&gt;But it turns out that most of the time here isn&amp;rsquo;t actually processing the query, but dealing with the GC. Here are some entries from the GC log while the queries were running:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-lua'&gt;&lt;code class='line-numbers language-lua'&gt;&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;39&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40.&lt;/span&gt;4845987Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2107.&lt;/span&gt;9972ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;25&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;39&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;53.&lt;/span&gt;1359744Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;1650.&lt;/span&gt;9207ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;26&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;07.&lt;/span&gt;5835527Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;1629.&lt;/span&gt;1771ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;27&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;12T12&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;20.&lt;/span&gt;2205602Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;30096&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;776.&lt;/span&gt;24ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;28&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That sound you heard was me going: Ouch!&lt;/p&gt;&lt;p style="text-align:left;"&gt;Remember that this query actually goes through 400M results. Here are the details about its Memory Usage &amp;amp; Object Count:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;strong&gt;Number of objects for GC&lt;/strong&gt;&amp;nbsp;(under LuceneIndexPersistence): 190M (~12.63GB)&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Managed Memory&lt;/strong&gt;: 13.01GB&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Unmanaged Memory&lt;/strong&gt;: 4.53MB&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;What is going on? It turns out that Lucene handles queries such as &lt;span style="color:#188038;"&gt;Int&lt;/span&gt;&lt;span style="color:#188038;"&gt;&amp;gt;&lt;/span&gt;&lt;span style="color:#188038;"&gt;0&lt;/span&gt;&amp;nbsp;by creating an array with all the unique values, something similar to:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;string&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/span&gt; sortedTerms &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;&lt;span class="token keyword"&gt;string&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;190_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/span&gt; termPostingListOffset &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;&lt;span class="token keyword"&gt;long&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;190_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This isn&amp;rsquo;t exactly&amp;nbsp;how it works, mind. But the details don&amp;rsquo;t really matter for this story. The key here is that we have an array with a sorted list of terms, and in this case, we have a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of terms.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Those values are &lt;em&gt;cached&lt;/em&gt;, so they aren&amp;rsquo;t actually allocated and thrown away each time we query. However, remember that the .NET GC uses a Mark &amp;amp; Sweep algorithm. Here is the core part of the Mark portion of the algorithm:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-bash'&gt;&lt;code class='line-numbers language-bash'&gt;long _marker&lt;span class="token punctuation"&gt;;&lt;/span&gt;
void &lt;span class="token function-name function"&gt;Mark&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    var currentMarker &lt;span class="token operator"&gt;=&lt;/span&gt; ++_marker&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;var root &lt;span class="token keyword"&gt;in&lt;/span&gt; GetRoots&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;))&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;root&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;


    void Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;object o&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        // already visited
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;GetMarket&lt;span class="token punctuation"&gt;(&lt;/span&gt;o&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; currentMarker&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token builtin class-name"&gt;return&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


        foreach &lt;span class="token punctuation"&gt;(&lt;/span&gt;var child &lt;span class="token keyword"&gt;in&lt;/span&gt; GetReferences&lt;span class="token punctuation"&gt;(&lt;/span&gt;node&lt;span class="token punctuation"&gt;))&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            Mark&lt;span class="token punctuation"&gt;(&lt;/span&gt;child&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Basically, start from the roots (static variables, items on the stack, etc.), scan the reachable object graph, and mark all the objects in use. The code above is generic, of course (and basically pseudo-code), but let&amp;rsquo;s consider what the performance will be like when dealing with an array of 190M strings. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It has to &lt;em&gt;scan&lt;/em&gt;&amp;nbsp;the entire thing, which means it is proportional to the number of objects. And we do have quite a lot of those. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The problem was the number of managed objects, so we pulled all of those out. We moved the term storage to unmanaged memory, outside the purview of the GC. As a result, we now have the following Memory Usage &amp;amp; Object Count:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;strong&gt;Number of objects for GC&lt;/strong&gt;&amp;nbsp;(under LuceneIndexPersistence): 168K (~6.64GB)&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Managed Memory&lt;/strong&gt;: 6.72GB&lt;/li&gt;&lt;li&gt;&lt;strong&gt;Unmanaged Memory&lt;/strong&gt;: 1.32GB&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;Looking at the GC logs, we now have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-lua'&gt;&lt;code class='line-numbers language-lua'&gt;&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;29.&lt;/span&gt;8143148Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;93.&lt;/span&gt;6835ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;319&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;30.&lt;/span&gt;7013255Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;142.&lt;/span&gt;1781ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;320&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;31.&lt;/span&gt;5691610Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;91.&lt;/span&gt;0983ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;321&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced
&lt;span class="token number"&gt;2024&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;12&lt;/span&gt;&lt;span class="token operator"&gt;-&lt;/span&gt;16T18&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;&lt;span class="token number"&gt;37.&lt;/span&gt;8245671Z&lt;span class="token punctuation"&gt;,&lt;/span&gt; Type&lt;span class="token punctuation"&gt;:&lt;/span&gt; GC&lt;span class="token punctuation"&gt;,&lt;/span&gt; thread id&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;8508&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; duration&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;112.&lt;/span&gt;7643ms&lt;span class="token punctuation"&gt;,&lt;/span&gt; index&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;322&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; generation&lt;span class="token punctuation"&gt;:&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; reason&lt;span class="token punctuation"&gt;:&lt;/span&gt; Induced&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;So the GC time is now in the range of 100ms, instead of several seconds. This change helps both reduce overall GC pause times and greatly reduce the amount of CPU spent on managing garbage. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Those are still big queries, but now we can focus on executing the &lt;em&gt;query&lt;/em&gt;, rather than managing maintenance tasks. Incidentally, those sorts of issues are one of the key reasons why we built Corax, which can process queries directly on top of persistent structures, without needing to materialize anything from the disk.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201860-c/performance-discovery-managed-vs-unmanaged-memory?Key=d3d3eb44-4642-4877-9873-eacc52e3c9ed</link><guid>http://ayende.com/201860-c/performance-discovery-managed-vs-unmanaged-memory?Key=d3d3eb44-4642-4877-9873-eacc52e3c9ed</guid><pubDate>Fri, 03 Jan 2025 12:00:00 GMT</pubDate></item><item><title>RavenDB Performance: 15% improvement in one line</title><description>&lt;p style="text-align:left;"&gt;RavenDB is a database, a transactional one. This means that we have to reach the disk and wait for it to complete persisting the data to stable storage before we can confirm a transaction commit. That represents a major challenge for ensuring high performance because disks are &lt;em&gt;slow&lt;/em&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m talking about disks, which can be rate-limited cloud disks, HDD, SSDs, or even NVMe. From the perspective of the database, &lt;em&gt;all of them&lt;/em&gt;&amp;nbsp;are slow. RavenDB spends a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of time and effort making the system run fast, even though the disk is slow.&lt;/p&gt;&lt;p style="text-align:left;"&gt;An interesting problem we routinely encounter is that &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/193922-A/the-performance-regression-odyssey"&gt;our test suite would literally cause disks to fail&lt;/a&gt;&lt;/span&gt;&amp;nbsp;because we stress them beyond warranty limits. We actually keep a couple of those around, drives that have been stressed to the breaking point, because it lets us test unusual I/O patterns.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We recently ran into strange benchmark results, and during the investigation, we realized we are actually running on one of those burnt-out drives. Here is what the performance looks like when writing 100K documents as fast as we can (10 active threads):&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, there is a &lt;em&gt;huge&lt;/em&gt;&amp;nbsp;variance in the results. To understand exactly why, we need to dig a bit deeper into how RavenDB handles I/O. You can observe this in the I/O Stats tab in the RavenDB Studio:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;There are actually three separate (and concurrent) sets of I/O operations that RavenDB uses:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Blue - journal writes - unbuffered direct I/O - in the critical path for transaction performance because this is how RavenDB ensures that the D(urability) in ACID is maintained.&lt;/li&gt;&lt;li&gt;Green - flushes - where RavenDB writes the modified data to the data file (until the flush, the modifications are kept in scratch buffers).&lt;/li&gt;&lt;li&gt;Red - sync - forcing the data to reside in a persistent medium using &lt;em&gt;fsync()&lt;/em&gt;.&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The writes to the journal (blue) are the most important ones for performance, since we must wait for them to complete successfully before we can acknowledge that the transaction was committed. The other two ensure that the data actually reached the file and that we have safely stored it.&lt;/p&gt;&lt;p style="text-align:left;"&gt;It turns out that there is an interesting interaction between those three types. Both flushes (green) and syncs (red) can run concurrently with journal writes. But on bad disks, we may end up saturating the entire I/O bandwidth for the journal writes while we are flushing or syncing. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, the background work will impact the system performance. That only happens when you reach the physical limits of the hardware, but it is actually quite common when running in the cloud.&lt;/p&gt;&lt;p style="text-align:left;"&gt;To handle this scenario, RavenDB does a &lt;em&gt;number&lt;/em&gt;&amp;nbsp;of what I can only describe as shenanigans. Conceptually, here is how RavenDB works:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-python'&gt;&lt;code class='line-numbers language-python'&gt;&lt;span class="token keyword"&gt;def&lt;/span&gt; &lt;span class="token function"&gt;txn_merger&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;self&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_running&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    &lt;span class="token keyword"&gt;with&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;open_tx&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;as&lt;/span&gt; tx&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;total_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_SIZE &lt;span class="token keyword"&gt;and&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;time &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_TIME&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        curOp &lt;span class="token operator"&gt;=&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_operations&lt;span class="token punctuation"&gt;.&lt;/span&gt;take&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; curOp &lt;span class="token keyword"&gt;is&lt;/span&gt; &lt;span class="token boolean"&gt;None&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt; &lt;span class="token comment"&gt;# no more operations&lt;/span&gt;
        curOp&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token keyword"&gt;exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token comment"&gt;# here we notify the operations that we are done&lt;/span&gt;
      tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;notify_ops_completed&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that you submit the operation for the transaction merger, which can &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;improve the performance by merging multiple operations into a single disk write. The actual operations wait to be notified (which happens after the transaction successfully commits). &lt;/p&gt;&lt;p style="text-align:left;"&gt;If you want to know more about this, I have &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/174945/the-guts-n-glory-of-database-internals-merging-transactions"&gt;a full blog post on the topic&lt;/a&gt;&lt;/span&gt;. There is a &lt;em&gt;lot&lt;/em&gt;&amp;nbsp;of code to handle all sorts of edge cases, but that is basically the story. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Notice that processing a transaction is actually composed of &lt;em&gt;two&lt;/em&gt;&amp;nbsp;steps. First, there is the execution of the transaction operations (which reside in the &lt;em&gt;_operations&lt;/em&gt;&amp;nbsp;queue), and then there is the actual &lt;em&gt;commit()&lt;/em&gt;, where we write to the disk. It is the commit portion that takes a lot of time.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is what the timeline will look like in this model:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We execute the transaction, then wait for the disk. This means that we are unable to saturate either the disk or the CPU. That is a waste. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To address that, RavenDB supports async commits (sometimes called early lock release). The idea is that while we are committing the previous transaction, we execute the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;one. The code for that is something like this:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-python'&gt;&lt;code class='line-numbers language-python'&gt;&lt;span class="token keyword"&gt;def&lt;/span&gt; &lt;span class="token function"&gt;txn_merger&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;self&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
  prev_txn &lt;span class="token operator"&gt;=&lt;/span&gt; completed_txn&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
  &lt;span class="token keyword"&gt;while&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_running&lt;span class="token punctuation"&gt;:&lt;/span&gt;
    executedOps &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token keyword"&gt;with&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;open_tx&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token keyword"&gt;as&lt;/span&gt; tx&lt;span class="token punctuation"&gt;:&lt;/span&gt;
      &lt;span class="token keyword"&gt;while&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;total_size &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_SIZE &lt;span class="token keyword"&gt;and&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;time &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; MAX_TX_TIME&lt;span class="token punctuation"&gt;:&lt;/span&gt;
        curOp &lt;span class="token operator"&gt;=&lt;/span&gt; self&lt;span class="token punctuation"&gt;.&lt;/span&gt;_operations&lt;span class="token punctuation"&gt;.&lt;/span&gt;take&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; curOp &lt;span class="token keyword"&gt;is&lt;/span&gt; &lt;span class="token boolean"&gt;None&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt;
          &lt;span class="token keyword"&gt;break&lt;/span&gt; &lt;span class="token comment"&gt;# no more operations&lt;/span&gt;
        executedOps&lt;span class="token punctuation"&gt;.&lt;/span&gt;append&lt;span class="token punctuation"&gt;(&lt;/span&gt;curOp&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        curOp&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token keyword"&gt;exec&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;completed&lt;span class="token punctuation"&gt;:&lt;/span&gt;
           &lt;span class="token keyword"&gt;break&lt;/span&gt;
      &lt;span class="token comment"&gt;# verify success of previous commit&lt;/span&gt;
      prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;end_commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; 
      &lt;span class="token comment"&gt;# only here we notify the operations that we are done&lt;/span&gt;
      prev_txn&lt;span class="token punctuation"&gt;.&lt;/span&gt;notify_ops_completed&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
      &lt;span class="token comment"&gt;# start the commit in async manner&lt;/span&gt;
      prev_txn &lt;span class="token operator"&gt;=&lt;/span&gt; tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;begin_commit&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that we start writing to the disk, and while that is happening, we are already processing the operations in the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;transaction. In other words, this allows both writing to the disk and executing the transaction operations to happen concurrently. Here is what this looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This change has a huge impact on overall performance. Especially because it can smooth out a slow disk by allowing us to process the operations in the transactions while waiting for the disk. I wrote about &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ayende.com/blog/174946/the-guts-n-glory-of-database-internals-early-lock-release#:~:text=It%20is%20called%20early%20lock%20release.%20With%20early,we%20don%E2%80%99t%20have%20to%20tell%20it%20right%20away."&gt;this as well in the past&lt;/a&gt;&lt;/span&gt;. &lt;/p&gt;&lt;p style="text-align:left;"&gt;So far, so good, this is how RavenDB has behaved for about a decade or so. So what is the performance optimization?&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This deserves an explanation. What this piece of code does is determine whether the transaction would complete in a synchronous or asynchronous manner. It &lt;em&gt;used&lt;/em&gt;&amp;nbsp;to do that based on whether there were more operations to process in the queue. If we completed a transaction and needed to decide if to complete it asynchronously, we would check if there are additional operations in the queue (&lt;em&gt;currentOperationsCount&lt;/em&gt;).&lt;/p&gt;&lt;p style="text-align:left;"&gt;The change modifies the logic so that we complete in an async manner if we &lt;em&gt;executed&lt;/em&gt;&amp;nbsp;any operation. The change is minor but has a really important effect on the system. The idea is that if we are going to write to the disk (since we have operations to commit), we&amp;rsquo;ll always complete in an async manner, even if there are no more operations in the queue.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The change is that the &lt;em&gt;next&lt;/em&gt;&amp;nbsp;operation will start processing immediately, instead of waiting for the commit to complete and only then starting to process. It is such a small change, but it had a huge impact on the system performance. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here you can see the effect of this change when writing 100K docs with 10 threads. We tested it on both a good disk and a bad one, and the results are really interesting. &lt;/p&gt;&lt;p style="text-align:left;"&gt;The bad disk chokes when we push a lot of data through it (gray line), and you can see it struggling to pick up. On the same disk, using the async version (yellow line), you can see it still struggles (because eventually, you &lt;em&gt;need&lt;/em&gt;&amp;nbsp;to hit the disk), but it is able to sustain much higher numbers and complete &lt;em&gt;far&lt;/em&gt;&amp;nbsp;more quickly (the yellow line ends before the gray one).&lt;/p&gt;&lt;p style="text-align:left;"&gt;On the good disk, which is able to sustain the entire load, we are &lt;em&gt;still&lt;/em&gt;&amp;nbsp;seeing an improvement (Blue is the new version, Orange is the old one). We aren&amp;rsquo;t sure yet why the initial stage is slower (maybe just because this is the first test we ran), but even with the slower start, it was able to complete more quickly because its throughput is higher. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201795-a/ravendb-performance-15-improvement-in-one-line?Key=30a81479-7a92-42b0-b95b-87f63721b4a4</link><guid>http://ayende.com/201795-a/ravendb-performance-15-improvement-in-one-line?Key=30a81479-7a92-42b0-b95b-87f63721b4a4</guid><pubDate>Mon, 02 Dec 2024 12:00:00 GMT</pubDate></item><item><title>Fun with bugs: Advanced Dictionary API</title><description>&lt;p style="text-align:left;"&gt;In RavenDB, we &lt;em&gt;really&lt;/em&gt;&amp;nbsp;care about performance. That means that our typical code does &lt;em&gt;not&lt;/em&gt;&amp;nbsp;follow idiomatic C# code. Instead, we make use of everything that the framework and the language give us to eke out that additional push for performance. Recently we ran into a bug that was quite puzzling. Here is a simple reproduction of the problem:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;using&lt;/span&gt; &lt;span class="token namespace"&gt;System&lt;span class="token punctuation"&gt;.&lt;/span&gt;Runtime&lt;span class="token punctuation"&gt;.&lt;/span&gt;InteropServices&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; counts &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;Dictionary&lt;span class="token punctuation"&gt;&amp;lt;&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; totalKey &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;10_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;ref&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;ref&lt;/span&gt; CollectionsMarshal&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetValueRefOrAddDefault&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
                               counts&lt;span class="token punctuation"&gt;,&lt;/span&gt; totalKey&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;out&lt;/span&gt; _&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; key &lt;span class="token operator"&gt;=&lt;/span&gt; i &lt;span class="token operator"&gt;%&lt;/span&gt; &lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;ref&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt;&lt;/span&gt; count &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;ref&lt;/span&gt; CollectionsMarshal&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;GetValueRefOrAddDefault&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;
                               counts&lt;span class="token punctuation"&gt;,&lt;/span&gt; key&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token keyword"&gt;out&lt;/span&gt; _&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    count&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    total&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


Console&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;WriteLine&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;counts&lt;span class="token punctuation"&gt;[&lt;/span&gt;totalKey&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;What would you &lt;em&gt;expect&lt;/em&gt;&amp;nbsp;this code to output? We are using two important features of C# here:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Value types (in this case, an int, but the real scenario was with a struct)&lt;/li&gt;&lt;li&gt;CollectionMarshal.GetValueRefOrAddDefault()&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The latter method is a way to avoid performing two lookups in the dictionary to get the value if it exists and then add or modify it. &lt;/p&gt;&lt;p style="text-align:left;"&gt;If you run the code above, it will output the number 2. &lt;/p&gt;&lt;p style="text-align:left;"&gt;That is &lt;em&gt;not&lt;/em&gt;&amp;nbsp;expected, but when I sat down and thought about it, it made sense.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We are keeping track of the reference to a value in the dictionary, &lt;em&gt;and we are mutating&lt;/em&gt;&amp;nbsp;the dictionary.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The documentation for the method &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://learn.microsoft.com/en-us/dotnet/api/system.runtime.interopservices.collectionsmarshal.getvaluereforadddefault?view=net-8.0#system-runtime-interopservices-collectionsmarshal-getvaluereforadddefault-2(system-collections-generic-dictionary((-0-1))-0-system-boolean@)"&gt;very clearly explains that this is a Bad Idea.&lt;/a&gt;&lt;/span&gt;&amp;nbsp;It is an easy mistake to make, but still a mistake. The challenge here is figuring out &lt;em&gt;why&lt;/em&gt;&amp;nbsp;this is happening. Can you give it a minute of thought and see if you can figure it out?&lt;/p&gt;&lt;p style="text-align:left;"&gt;A dictionary is basically an array that you access using an index (computed via a hash function), that is all. So if we strip everything away, the code above can be seen as:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
ref &lt;span class="token keyword"&gt;var&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; ref &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We simply have a reference to the first element in the array, that&amp;rsquo;s what this does behind the scenes. And when we insert items into the dictionary, we may need to allocate a bigger backing array for it, so this becomes:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
ref &lt;span class="token keyword"&gt;var&lt;/span&gt; total &lt;span class="token operator"&gt;=&lt;/span&gt; ref &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;var&lt;/span&gt; newBuffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;CopyTo&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;newBuffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
buffer &lt;span class="token operator"&gt;=&lt;/span&gt; newBuffer&lt;span class="token punctuation"&gt;;&lt;/span&gt;


total &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;var&lt;/span&gt; newTotal &lt;span class="token operator"&gt;=&lt;/span&gt; buffer&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, the &lt;em&gt;total&lt;/em&gt;&amp;nbsp;variable is pointing to the first element in the &lt;em&gt;two-element array&lt;/em&gt;, but we allocated a &lt;em&gt;new&lt;/em&gt;&amp;nbsp;array (and copied all the values). That is the reason why the code above gives the wrong result. Makes perfect sense, and yet, was quite puzzling to figure out.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201761-c/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28</link><guid>http://ayende.com/201761-c/fun-with-bugs-advanced-dictionary-api?Key=8f507241-34b2-4e31-b3f1-a31f6adbcc28</guid><pubDate>Fri, 15 Nov 2024 10:00:00 GMT</pubDate></item><item><title>Querying over the current time in RavenDB</title><description>&lt;p style="text-align: left;"&gt;We received &lt;span style="text-decoration: underline;"&gt;&lt;a style="color: inherit;" href="https://github.com/ravendb/ravendb/discussions/19327#discussioncomment-10747974"&gt;a really interesting question&lt;/a&gt;&lt;/span&gt;&amp;nbsp;from a user, which basically boils down to:&lt;/p&gt;
&lt;blockquote&gt;
&lt;p style="text-align: left;"&gt;I need to query over a time span, either known (start, end) or (start, $currentDate), and I need to be able to sort on them.&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p style="text-align: left;"&gt;That might sound&amp;hellip; vague, I know. A better way to explain this is that I have a list of people, and I need to sort them by their age. That&amp;rsquo;s trivial to do since I can sort by the birthday, right? The problem is that we include some historical data, so some people are deceased.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Basically, we want to be able to get the following data, sorted by age ascending:&lt;/p&gt;
&lt;p&gt;NameBirthdayDeath&lt;/p&gt;
&lt;table class="table-bordered table-striped" style="width: 100%;"&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;Michael Stonebraker&lt;/td&gt;
&lt;td&gt;1943&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Sir Tim Berners-Lee&lt;/td&gt;
&lt;td&gt;1955&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Narges Mohammadi&lt;/td&gt;
&lt;td&gt;1972&lt;/td&gt;
&lt;td&gt;N/A&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Sir Terry Prachett&lt;/td&gt;
&lt;td&gt;1948&lt;/td&gt;
&lt;td&gt;2015&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Agatha Christie&lt;/td&gt;
&lt;td&gt;1890&lt;/td&gt;
&lt;td&gt;1976&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p style="text-align: left;"&gt;This doesn&amp;rsquo;t look hard, right? I mean, all you need to do is something like:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;order by datediff&lt;span class="token punctuation"&gt;(&lt;/span&gt; coalesce&lt;span class="token punctuation"&gt;(&lt;/span&gt;Death, now&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;))&lt;/span&gt;, Birthday &lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Easy enough, and would work &lt;em&gt;great&lt;/em&gt;&amp;nbsp;if you have a small number of items to sort. What happens if we want to sort over 10M records?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;Look at the manner in which we are ordering, that will &lt;em&gt;require&lt;/em&gt;&amp;nbsp;us to evaluate each and every record. That means we&amp;rsquo;ll have to scan through the entire list and sort it. This can be &lt;em&gt;really&lt;/em&gt;&amp;nbsp;expensive. And because we are sorting over a date (which changes), you can&amp;rsquo;t even get away with a computed field.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;RavenDB will refuse to run queries that can only work with small amounts of data but will fail as the data grows. This is part of our philosophy, saying that things should Just Work. Of course, in this case, it do&lt;em&gt;esn&amp;rsquo;t&lt;/em&gt;&amp;nbsp;work, so the question is how this aligns&amp;nbsp;with our philosophy?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The idea is simple. If we cannot make it work in all cases, we will reject it outright. The idea is to ensure that your system is not susceptible to hidden traps. By explicitly rejecting it upfront, we make sure that you&amp;rsquo;ll have a good solution and not something that will fail as your data size grows.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;What is the appropriate behavior here, then? How can we make it work with RavenDB?&lt;/p&gt;
&lt;p style="text-align: left;"&gt;The key issue is that we want to be able to figure out what is the value we&amp;rsquo;ll sort on &lt;em&gt;during the indexing stage&lt;/em&gt;. This is important because otherwise we&amp;rsquo;ll have to compute it across the entire dataset for &lt;em&gt;each&lt;/em&gt;&amp;nbsp;query. We can do that in RavenDB by exposing that value to the index.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;We cannot just call DateTime.Today, however. That won&amp;rsquo;t work when the day rolls over, of course. So instead, we store that value in a document config/current-date,&amp;nbsp;like so:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-json"&gt;&lt;code class="line-numbers language-json"&gt;&lt;span class="token punctuation"&gt;{&lt;/span&gt; &lt;span class="token comment"&gt;// config/current-date&lt;/span&gt;
  &lt;span class="token property"&gt;"Date"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"2024-10-10T00:00:00.0000000"&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;Once this is stored as a document, we can then write the following index:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-json"&gt;&lt;code class="line-numbers language-json"&gt;from p in docs.People
let end = p.Death ?? LoadDocument(&lt;span class="token string"&gt;"config/current-date"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;"Config"&lt;/span&gt;).Date
select new
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
  Age = end - p.Birthday 
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;And then query it using:&lt;/p&gt;
&lt;hr /&gt;
&lt;pre class="line-numbers language-bash"&gt;&lt;code class="line-numbers language-bash"&gt;from index &lt;span class="token string"&gt;'People/WithAge'&lt;/span&gt;
order by Age desc&lt;/code&gt;&lt;/pre&gt;
&lt;hr /&gt;
&lt;p style="text-align: left;"&gt;That works beautifully, of course, until the next day. What happens then? Well, we&amp;rsquo;ll need to schedule an update to the config/current-date&amp;nbsp;document to correct the date.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;At that point, because there is an association created between all the documents that loaded the current date, the indexing engine in RavenDB will go and re-index them. The idea is that at any given point in time, we have already computed the value, and can run &lt;em&gt;really&lt;/em&gt;&amp;nbsp;quick queries and sort on it.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;When you update the configuration document, it is a signal that we need to re-index the referencing documents. RavenDB is good at knowing how to do that on a streaming basis, so it won&amp;rsquo;t need to do a huge amount of work all at once.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;You&amp;rsquo;ll also note that we only load the configuration document if we &lt;em&gt;don&amp;rsquo;t&lt;/em&gt;&amp;nbsp;have an end date. So the deceased people&amp;rsquo;s records will not be affected or require re-indexing.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;In short, we can benefit from querying over the age without incurring query time costs and can defer those costs to background indexing time. The downside is that we need to set up a cron job to make it happen, but that isn&amp;rsquo;t too big a task, I think.&lt;/p&gt;
&lt;p style="text-align: left;"&gt;You can utilize similar setups for other scenarios where you need to query over changing values. The performance benefits here are enormous. And what is more interesting, even if you have a huge amount of data, this approach will just keep on ticking and deliver great results at very low latencies.&lt;/p&gt;
</description><link>http://ayende.com/201729-b/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23d</link><guid>http://ayende.com/201729-b/querying-over-the-current-time-in-ravendb?Key=d39c0afe-76fe-4911-81d6-1d3e3b73f23d</guid><pubDate>Fri, 11 Oct 2024 12:00:00 GMT</pubDate></item><item><title>RavenDB 6.2 release</title><description>&lt;p style="text-align:left;"&gt;It has been almost a year since the release of RavenDB 6.0. The highlights of the 6.0 release were Corax (a new blazing-fast indexing engine) and Sharding (server-side and simple to operate at scale). We made 10 stable releases in the 6.0.x line since then, mostly focused on performance, stability, and minor features.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The new RavenDB 6.2 release is now out and it has a &lt;em&gt;bunch &lt;/em&gt;of new features for you to play with and explore. The team has been working on a wide range of new features, from enabling serverless triggers to quality-of-life improvements for operations teams. &lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;RavenDB 6.2 is a Long Term Support (LTS) release&lt;/h3&gt;&lt;blockquote&gt;&lt;p style="text-align:left;"&gt;RavenDB 6.2 is a Long Term Support release, replacing the current 5.4 LTS (released in 2022). That means that we&amp;rsquo;ll support RavenDB 5.4 until Oct 2025, and we strongly encourage all users to upgrade to RavenDB 6.2 at their earliest convenience.&lt;/p&gt;&lt;/blockquote&gt;&lt;p style="text-align:left;"&gt;You can get the new RavenDB 6.2 bits on &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/download"&gt;the download page&lt;/a&gt;&lt;/span&gt;. If you are running in the cloud, you can open a support request and ask to be upgraded to the new release. &lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Data sovereignty and geo-distribution via Prefixed Sharding&lt;/h2&gt;&lt;p style="text-align:left;"&gt;In RavenDB 6.2 we introduced a &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;seemingly simple change&lt;/a&gt;&lt;/span&gt;&amp;nbsp;to the way RavenDB handles sharding, with profound implications for what you can do with it. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;Prefixed sharding&lt;/a&gt;&lt;/span&gt;&amp;nbsp;allows you to define which shards a particular set of documents will go to. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is a simple example:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In this case, data for users in the US will reside in shards 0 &amp;amp; 1, while the EU data is limited to shards 2 &amp;amp; 3. The data from Asia is spread over shards 0, 2, &amp;amp; 4. &amp;nbsp;You can then assign those shards to specific nodes in a particular geographic region, and with that, you are done. &lt;/p&gt;&lt;p style="text-align:left;"&gt;RavenDB will ensure that documents will stay only in their assigned location, handling data sovereignty issues for you. In the same manner, you get to geographically split the data so you can have a single world-spanning database while issuing mostly local queries.&lt;/p&gt;&lt;p style="text-align:left;"&gt;You can read more about this feature and its impact in &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/sharding/administration/sharding-by-prefix"&gt;the documentation&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;h1 style="text-align:left;"&gt;Actors architecture with Akka.NET&lt;/h1&gt;&lt;p style="text-align:left;"&gt;New in RavenDB 6.2 is the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application"&gt;integration of RavenDB with Akka.NET&lt;/a&gt;&lt;/span&gt;. The idea is to allow you to easily manage state persistence of distributed actors in RavenDB. You&amp;rsquo;ll get both the benefit of the actor model via Akka.NET, simplifying parallelism and concurrency, while at the same time freeing yourself from persistence and high availability concerns thanks to RavenDB.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We have an article out discussing &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-ravendb-persistence-in-an-akka-net-application"&gt;how you use RavenDB &amp;amp; Akka.NET&lt;/a&gt;&lt;/span&gt;,&amp;nbsp;and if you are into that sort of thing, there is also a &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/notes-from-integrating-ravendb-with-akka-net-persistence"&gt;detailed set of notes covering the actual implementation&lt;/a&gt;&lt;/span&gt;&amp;nbsp;and the challenges involved.&lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Azure Functions integration with ETL to Azure Queues&lt;/h2&gt;&lt;p style="text-align:left;"&gt;This is the sort of feature with hidden depths. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/ongoing-tasks/etl/queue-etl/azure-queue"&gt;ETL to Azure Queue Storage&lt;/a&gt;&lt;/span&gt;&amp;nbsp;is fairly simple on the surface, it allows you to push data using RavenDB&amp;rsquo;s usual ETL mechanisms to Azure Queues. At a glance, this looks like a simple extension of our already existing capabilities with queues (ETL to Kafka or RabbitMQ). &lt;/p&gt;&lt;p style="text-align:left;"&gt;The reason that this is a top-line feature is that it also enables a very interesting scenario. You can now seamlessly integrate Azure Functions into your RavenDB data pipeline using this feature. &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/articles/using-azure-queue-storage-etl-to-process-ravendb-documents-in-a-serverless-manner"&gt;We have an article out that walks you through setting up Azure Functions to process data from RavenDB&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;h2 style="text-align:left;"&gt;OpenTelemetry integration&lt;/h2&gt;&lt;p style="text-align:left;"&gt;In RavenDB 6.2 we have added support for the OpenTelemetry framework. This allows your operations team to more easily integrate RavenDB into your infrastructure. You can read &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/open-telemetry"&gt;more about how to set up OpenTelemetry for your RavenDB cluster in the documentation&lt;/a&gt;&lt;/span&gt;.&lt;/p&gt;&lt;p style="text-align:left;"&gt;OpenTelemetry integration is in addition to &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/prometheus"&gt;Prometheus&lt;/a&gt;&lt;/span&gt;, &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/monitoring/telegraf"&gt;Telegraf&lt;/a&gt;&lt;/span&gt;,&amp;nbsp;and &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/docs/article-page/6.1/csharp/server/administration/SNMP/snmp"&gt;SNMP&lt;/a&gt;&lt;/span&gt;&amp;nbsp;telemetry solutions that are already in RavenDB. You can pick any of them to monitor and inspect the state of RavenDB. &lt;/p&gt;&lt;h2 style="text-align:left;"&gt;Studio Omni-Search&lt;/h2&gt;&lt;p style="text-align:left;"&gt;We made some nice improvements to RavenDB Studio as well, and probably the most visible of those is the Omni-Search feature. &amp;nbsp;You can now hit Ctrl+K in the Studio and just search across &lt;em&gt;everything&lt;/em&gt;:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Commands in the Studio&lt;/li&gt;&lt;li&gt;Documents&lt;/li&gt;&lt;li&gt;Indexes&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;&lt;img 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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This feature greatly enhances the discoverability of features in RavenDB as well as makes it a joy for those of us (myself included) who love to keep our hands on the keyboard.&lt;/p&gt;&lt;h3 style="color:#434343;text-align:left;"&gt;Summary&lt;/h3&gt;&lt;p style="text-align:left;"&gt;I&amp;rsquo;m really happy about this release. It follows a predictable and stable release cadence since the release of 6.0 a year ago. The new release adds a whole bunch of new features and capabilities, and it can be upgraded in place (including cross-version clusters) and deployed to production with no hassles.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Looking forward, we have already started work on the next version of RavenDB, tentatively meant to be 7.0. We have some cool ideas about what will go into that release (check the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://ravendb.net/about/roadmap"&gt;roadmap&lt;/a&gt;&lt;/span&gt;), but the key feature is likely to make RavenDB a more intelligent database, one might even say, artificially so.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201697-b/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5c</link><guid>http://ayende.com/201697-b/ravendb-6-2-release?Key=3fc21f8e-8e84-4868-a4fe-74fd0a515c5c</guid><pubDate>Wed, 18 Sep 2024 12:00:00 GMT</pubDate></item><item><title>Seeing the results of Corax in production</title><description>&lt;p&gt;Corax was released just under a year ago, and we are seeing more customers deploying that to production. During a call with a customer, we noticed the following detail:&lt;/p&gt;&lt;p&gt;&lt;a href="https://ayende.com/blog/Images/Open-Live-Writer/Seeing-the-results-of-Corax-in-productio_D60D/image_2.png"&gt;&lt;img width="900" height="226" title="image" style="margin: 0px; border: 0px currentcolor; border-image: none; display: inline; background-image: none;" alt="image" src="https://ayende.com/blog/Images/Open-Live-Writer/Seeing-the-results-of-Corax-in-productio_D60D/image_thumb.png" border="0"&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Let me explain what we are seeing here. The two indexes are the same, operating on the same set of documents. The only difference between those indexes is the indexing engine.&lt;/p&gt;&lt;p&gt;What is really amazing here is that Corax is able to index in 3:21 minutes what Lucene takes 17:15 minutes to index. In other words, Corax is &lt;em&gt;more than 5 times faster&lt;/em&gt; than Lucene in a real world scenario.&lt;/p&gt;&lt;p&gt;And these news make me &lt;em&gt;very&lt;/em&gt; happy.&lt;/p&gt;</description><link>http://ayende.com/201633-a/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513</link><guid>http://ayende.com/201633-a/seeing-the-results-of-corax-in-production?Key=b89c4aac-27e1-48e7-b8b9-631de8b2c513</guid><pubDate>Wed, 28 Aug 2024 12:00:00 GMT</pubDate></item><item><title>Optimizing old code: StreamBitArray refactoring</title><description>&lt;p style="text-align:left;"&gt;RavenDB is a pretty old codebase, hitting 15+ years in production recently. In order to keep it alive &amp;amp; well, we make sure to follow the rule of always leaving the code in a better shape than we found it. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Today&amp;rsquo;s tale is about the &lt;span style="text-decoration:underline;"&gt;&lt;a style="color:inherit;" href="https://github.com/ravendb/ravendb/blame/ceb5e9cfa53c8ba93d872a97bbda8250b0417c65/src/Voron/Impl/FreeSpace/StreamBitArray.cs"&gt;StreamBitArray&lt;/a&gt;&lt;/span&gt;&amp;nbsp;class, deep in the guts of Voron, RavenDB&amp;rsquo;s storage engine. The class itself isn&amp;rsquo;t really that interesting, it is just an implementation of a Bit Array that we have for a bitmap. We wrote it (based on Mono&amp;rsquo;s code, it looks like) very early in the history of RavenDB and have never really touched it since.&lt;/p&gt;&lt;p style="text-align:left;"&gt;The last time anyone touched it was 5 years ago (fixing the namespace), 7 years ago we created an issue from a TODO comment, etc. Most of the code dates back to 2013, actually. And even then it was moved from a different branch, so we lost the &lt;em&gt;really &lt;/em&gt;old history. &lt;/p&gt;&lt;p style="text-align:left;"&gt;To be clear, that class &lt;em&gt;did a full tour of duty. &lt;/em&gt;For over a decade, it has served us very well. We never found a reason to change it, never got a trace of it in the profiler, etc. As we chip away at various hurdles inside RavenDB, I ran into this class and really looked at it with modern sensibilities. I think that this makes a great test case for code refactoring from the old style to our modern one.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is what the class looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;Already, we can see several things that really bug me. That class is only used in one context, to manage the free pages bitmap for Voron. That means we create it whenever Voron frees a page. That can happen a lot, as you might imagine. &lt;/p&gt;&lt;p style="text-align:left;"&gt;A single bitmap here covers 2048 pages, so when we create an instance of this class we also allocate an array with 64 ints. In other words, we need to allocate 312 bytes for each page we free. That isn&amp;rsquo;t fun, and it actually gets worse. Here is a typical example of using this class:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-go'&gt;&lt;code class='line-numbers language-go'&gt;using &lt;span class="token punctuation"&gt;(&lt;/span&gt;freeSpaceTree&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;section&lt;span class="token punctuation"&gt;,&lt;/span&gt; out Slice result&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    sba &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token operator"&gt;!&lt;/span&gt;result&lt;span class="token punctuation"&gt;.&lt;/span&gt;HasValue ? 
              &lt;span class="token builtin"&gt;new&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;:&lt;/span&gt; 
              &lt;span class="token builtin"&gt;new&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;result&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;CreateReader&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
sba&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Set&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token builtin"&gt;int&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;pageNumber &lt;span class="token operator"&gt;%&lt;/span&gt; NumberOfPagesInSection&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token boolean"&gt;true&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
using &lt;span class="token punctuation"&gt;(&lt;/span&gt;sba&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ToSlice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;tx&lt;span class="token punctuation"&gt;.&lt;/span&gt;Allocator&lt;span class="token punctuation"&gt;,&lt;/span&gt; out Slice val&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    freeSpaceTree&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Add&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;section&lt;span class="token punctuation"&gt;,&lt;/span&gt; val&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And inside the ToSlice()&amp;nbsp;call, we have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-dart'&gt;&lt;code class='line-numbers language-dart'&gt;public &lt;span class="token class-name"&gt;ByteStringContext.InternalScope&lt;/span&gt; &lt;span class="token class-name"&gt;ToSlice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;ByteStringContext&lt;/span&gt; context&lt;span class="token punctuation"&gt;,&lt;/span&gt;
&lt;span class="token class-name"&gt;ByteStringType&lt;/span&gt; type&lt;span class="token punctuation"&gt;,&lt;/span&gt; out &lt;span class="token class-name"&gt;Slice&lt;/span&gt; str&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; buffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;ToBuffer&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; scope &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;context&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;From&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;buffer&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;buffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
type&lt;span class="token punctuation"&gt;,&lt;/span&gt; out &lt;span class="token class-name"&gt;ByteString&lt;/span&gt; byteString&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    str &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;Slice&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;byteString&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; scope&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


private unsafe byte&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token class-name"&gt;ToBuffer&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;var&lt;/span&gt; tmpBuffer &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; byte&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;+&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;sizeof &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    unsafe
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        fixed &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token operator"&gt;*&lt;/span&gt; src &lt;span class="token operator"&gt;=&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        fixed &lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt; dest &lt;span class="token operator"&gt;=&lt;/span&gt; tmpBuffer&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; dest &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;SetCount&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token class-name"&gt;Memory.Copy&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;dest &lt;span class="token operator"&gt;+&lt;/span&gt; sizeof &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; src&lt;span class="token punctuation"&gt;,&lt;/span&gt; 
                                             &lt;span class="token class-name"&gt;&lt;span class="token namespace"&gt;tmpBuffer&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;/span&gt;Length&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; tmpBuffer&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In other words, ToSlice()&amp;nbsp;calls ToBuffer(), which allocates an array of bytes (288 bytes are allocated here), copies the data from the inner buffer to a new one (using fixed&amp;nbsp;on the two arrays, which is a performance issue all in itself) and then calls a method to do the actual copy. Then in ToSlice()&amp;nbsp;itself we allocate it &lt;em&gt;again&lt;/em&gt;&amp;nbsp;in native memory, which we then write to Voron, and then discard the whole thing. &lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, somehow it turns out that freeing a page in Voron costs us ~1KB of memory allocations. That sucks, I have to say. And the only reasoning I have for this code is that it is old. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the constructor for this class as well:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token function"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;ValueReader&lt;/span&gt; reader&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    SetCount &lt;span class="token operator"&gt;=&lt;/span&gt; reader&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;ReadLittleEndianInt32&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;unsafe&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;fixed&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;)&lt;/span&gt;
        &lt;span class="token punctuation"&gt;{&lt;/span&gt;
            &lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; read &lt;span class="token operator"&gt;=&lt;/span&gt; reader&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;Read&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;byte&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;i&lt;span class="token punctuation"&gt;,&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token keyword"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token type-expression class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
            &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;read &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token keyword"&gt;sizeof&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token type-expression class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
                &lt;span class="token keyword"&gt;throw&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token constructor-invocation class-name"&gt;EndOfStreamException&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This accepts a reader to a piece of memory and does a &lt;em&gt;bunch&lt;/em&gt;&amp;nbsp;of things. It calls a few methods, uses fixed on the array, etc., all to get the data from the reader to the class. That is horribly inefficient. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s write it from scratch and see what we can do. The first thing to notice is that this is a very short-lived class, it is only used inside methods and never held for long. This usage pattern tells me that it is a good candidate to be made into a struct, and as long as we do that, we might as well fix the allocation of the array as well. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Note that I have a hard constraint, I cannot change the structure of the data on disk for backward compatibility reasons. So only in-memory changes are allowed. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is my first attempt at refactoring the code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-rust'&gt;&lt;code class='line-numbers language-rust'&gt;public &lt;span class="token keyword"&gt;unsafe&lt;/span&gt; &lt;span class="token keyword"&gt;struct&lt;/span&gt; &lt;span class="token type-definition class-name"&gt;StreamBitArray&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    private fixed uint _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;64&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    public int &lt;span class="token class-name"&gt;SetCount&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


     public &lt;span class="token class-name"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
     &lt;span class="token punctuation"&gt;{&lt;/span&gt;
         &lt;span class="token class-name"&gt;SetCount&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;24&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;48&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt;uint&lt;span class="token operator"&gt;&gt;&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;Zero&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;56&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
     &lt;span class="token punctuation"&gt;}&lt;/span&gt;


     public &lt;span class="token class-name"&gt;StreamBitArray&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;byte&lt;span class="token operator"&gt;*&lt;/span&gt; ptr&lt;span class="token punctuation"&gt;)&lt;/span&gt;
     &lt;span class="token punctuation"&gt;{&lt;/span&gt;
         var ints &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;uint&lt;span class="token operator"&gt;*&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;ptr&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         &lt;span class="token class-name"&gt;SetCount&lt;/span&gt; &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;int&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token operator"&gt;*&lt;/span&gt;ints&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var a &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var b &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;9&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var c &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;17&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var d &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;25&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var e &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;33&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var f &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;41&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var g &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;49&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         var h &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token class-name"&gt;Vector256&lt;/span&gt;&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;LoadUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; ints&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;57&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


         a&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         b&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         c&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         d&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;24&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         e&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;32&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         f&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;40&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         g&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;48&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
         h&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token class-name"&gt;StoreUnsafe&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;ref&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token number"&gt;56&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
     &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That looks like a lot of code, but let&amp;rsquo;s see what changes I brought to bear here. &lt;/p&gt;&lt;ul&gt;&lt;li&gt;Using a struct instead of a class saves us an allocation.&lt;/li&gt;&lt;li&gt;Using a fixed array means that we don&amp;rsquo;t have a separate allocation for the buffer.&lt;/li&gt;&lt;li&gt;Using [SkipLocalsInit]&amp;nbsp;means that we ask the JIT &lt;em&gt;not&lt;/em&gt;&amp;nbsp;to zero the struct. We do that directly in the default constructor.&lt;/li&gt;&lt;li&gt;We are loading the data from the ptr&amp;nbsp;in the second constructor directly.&lt;/li&gt;&lt;/ul&gt;&lt;p style="text-align:left;"&gt;The fact that this is a struct and using a fixed array means that we can create a new instance of this without any allocations, we just need 260 bytes of stack space (the 288 we previously allocated also included object headers).&lt;/p&gt;&lt;p style="text-align:left;"&gt;Let&amp;rsquo;s look at the actual machine code that these two constructors generate. Looking at the default constructor, we have:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray..ctor()
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x100&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L000e&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vxorps ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0012&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0016&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x20&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L001b&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x40&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0020&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x60&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0025&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x80&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L002d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xa0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0035&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xc0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L003d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xe0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0045&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0048&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0049&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;There is the function prolog and epilog, but the code of this method uses 4 256-bit instructions to zero the buffer. If we were to let the JIT handle this, it would use 128-bit instructions and a loop to do it. In this case, our way is better, because we know more than the JIT.&lt;/p&gt;&lt;p style="text-align:left;"&gt;As for the constructor accepting an external pointer, here is what this translates into:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray..ctor(Byte&lt;span class="token important"&gt;*)&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x100&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L000e&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0013&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x24&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0018&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm2&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x44&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L001d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm3&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x64&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0022&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm4&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0x84&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm5&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xa4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0032&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm6&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xc4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L003a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm7&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;edx+0xe4&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0042&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0046&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x20&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1
    &lt;span class="token key atrule"&gt;L004b&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x40&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm2
    &lt;span class="token key atrule"&gt;L0050&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x60&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm3
    &lt;span class="token key atrule"&gt;L0055&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0x80&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm4
    &lt;span class="token key atrule"&gt;L005d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xa0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm5
    &lt;span class="token key atrule"&gt;L0065&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xc0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm6
    &lt;span class="token key atrule"&gt;L006d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+0xe0&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm7
    &lt;span class="token key atrule"&gt;L0075&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0078&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0079&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;This code is &lt;em&gt;exciting&lt;/em&gt;&amp;nbsp;to me because we are also allowing instruction-level parallelism. We effectively allow the CPU to execute all the operations of reading and writing in parallel. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Next on the chopping block is this method:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-csharp'&gt;&lt;code class='line-numbers language-csharp'&gt;&lt;span class="token keyword"&gt;public&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;FirstSetBit&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; _inner&lt;span class="token punctuation"&gt;.&lt;/span&gt;Length&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
    &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;
            &lt;span class="token keyword"&gt;continue&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
        &lt;span class="token keyword"&gt;return&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;5&lt;/span&gt; &lt;span class="token operator"&gt;|&lt;/span&gt; &lt;span class="token function"&gt;HighestBitSet&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;_inner&lt;span class="token punctuation"&gt;[&lt;/span&gt;i&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
    &lt;span class="token keyword"&gt;return&lt;/span&gt; &lt;span class="token operator"&gt;-&lt;/span&gt;&lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;


&lt;span class="token keyword"&gt;private&lt;/span&gt; &lt;span class="token keyword"&gt;static&lt;/span&gt; &lt;span class="token return-type class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; &lt;span class="token function"&gt;HighestBitSet&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token class-name"&gt;&lt;span class="token keyword"&gt;int&lt;/span&gt;&lt;/span&gt; v&lt;span class="token punctuation"&gt;)&lt;/span&gt;
&lt;span class="token punctuation"&gt;{&lt;/span&gt;


    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;1&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; &lt;span class="token comment"&gt;// first round down to one less than a power of 2 &lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;2&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;4&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;8&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    v &lt;span class="token operator"&gt;|=&lt;/span&gt; v &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;16&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


    &lt;span class="token keyword"&gt;return&lt;/span&gt; MultiplyDeBruijnBitPosition&lt;span class="token punctuation"&gt;[&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;uint&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;v &lt;span class="token operator"&gt;*&lt;/span&gt; &lt;span class="token number"&gt;0x07C4ACDDU&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;&gt;&gt;&lt;/span&gt; &lt;span class="token number"&gt;27&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;We are using vector instructions to scan 8 ints at a time, trying to find the first one that is set. Then we find the right int and locate the first set bit &lt;em&gt;there&lt;/em&gt;. Here is what the assembly looks like:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-yaml'&gt;&lt;code class='line-numbers language-yaml'&gt;StreamBitArray.FirstSetBit()
    &lt;span class="token key atrule"&gt;L0000&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; push ebp
    &lt;span class="token key atrule"&gt;L0001&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov ebp&lt;span class="token punctuation"&gt;,&lt;/span&gt; esp
    &lt;span class="token key atrule"&gt;L0003&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0006&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0008&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; cmp &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx&lt;span class="token punctuation"&gt;]&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; cl
    &lt;span class="token key atrule"&gt;L000a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovups ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+edx&lt;span class="token important"&gt;*4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L000f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vxorps ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1
    &lt;span class="token key atrule"&gt;L0013&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vpcmpud k1&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm1&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;6&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L001a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vpmovm2d ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; k1
    &lt;span class="token key atrule"&gt;L0020&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vptest ymm0&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L0025&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; jne short L0039
    &lt;span class="token key atrule"&gt;L0027&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;8&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; cmp edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0x40&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L002d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; jl short L000a
    &lt;span class="token key atrule"&gt;L002f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; mov eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;0xffffffff&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L0034&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0037&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0038&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret
    &lt;span class="token key atrule"&gt;L0039&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vmovmskps eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; ymm0
    &lt;span class="token key atrule"&gt;L003d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; tzcnt eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; eax
    &lt;span class="token key atrule"&gt;L0041&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0043&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; xor edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L0045&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; tzcnt edx&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token punctuation"&gt;[&lt;/span&gt;ecx+eax&lt;span class="token important"&gt;*4&lt;/span&gt;&lt;span class="token punctuation"&gt;]&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L004a&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; shl eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token number"&gt;5&lt;/span&gt;
    &lt;span class="token key atrule"&gt;L004d&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; add eax&lt;span class="token punctuation"&gt;,&lt;/span&gt; edx
    &lt;span class="token key atrule"&gt;L004f&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; vzeroupper
    &lt;span class="token key atrule"&gt;L0052&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; pop ebp
    &lt;span class="token key atrule"&gt;L0053&lt;/span&gt;&lt;span class="token punctuation"&gt;:&lt;/span&gt; ret&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;In short, the code is simpler, shorter, and more explicit about what it is doing. The machine code that is running there is &lt;em&gt;much&lt;/em&gt;&amp;nbsp;tighter. And I don&amp;rsquo;t have allocations galore. &lt;/p&gt;&lt;p style="text-align:left;"&gt;This particular optimization isn&amp;rsquo;t about showing better numbers in a specific scenario that I can point to. I don&amp;rsquo;t think we ever delete enough pages to actually see this in a profiler output in such an obvious way. The goal is to reduce allocations and give the GC less work to do, which has a global impact on the performance of the system.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201601-a/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427</link><guid>http://ayende.com/201601-a/optimizing-old-code-streambitarray-refactoring?Key=3620c293-cb23-48b8-bb06-df1576cea427</guid><pubDate>Fri, 16 Aug 2024 12:00:00 GMT</pubDate></item><item><title>Improving RavenDB's Node.js bulk insert performance</title><description>&lt;p style="text-align:left;"&gt;During a performance evaluation internally, we ran into a strange situation. Our bulk insert performance using the node.js API was &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than the performance of other clients. In particular, when we compared that to the C# version, we saw that the numbers were &lt;em&gt;significantly&lt;/em&gt;&amp;nbsp;worse than expected.&lt;/p&gt;&lt;p style="text-align:left;"&gt;To be fair, this comparison is made between our C# client, which has been through the &lt;em&gt;wringer&lt;/em&gt;&amp;nbsp;in terms of optimization and attention to performance, and the Node.js client. The focus of the Node.js client was on correctness and usability. &lt;/p&gt;&lt;p style="text-align:left;"&gt;It isn&amp;rsquo;t fair to expect the same performance from Node.js and C#, after all. However, that difference in performance was annoying enough to make us take a deeper look into what was going on.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Here is the relevant code:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;const&lt;/span&gt; store &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;DocumentStore&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'http://localhost:8080'&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt; &lt;span class="token string"&gt;'bulk'&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;initialize&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;


&lt;span class="token keyword"&gt;const&lt;/span&gt; bulk &lt;span class="token operator"&gt;=&lt;/span&gt; store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;bulkInsert&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;finish&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;As you can see, the Node.js numbers are &lt;em&gt;respectable&lt;/em&gt;. Running at a rate of over 85,000 writes per second is nothing to sneeze at.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;But I also ran the exact same test with the C# client, and I got annoyed. The C# client was able to hit close to 100,000 &lt;em&gt;more&lt;/em&gt;&amp;nbsp;writes per second than the Node.js client. And in both cases, the actual limit was on the client side, not on the server side. &lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;For fun, I ran a few clients and hit 250,000 writes/second without really doing much. The last time we properly tested ingest performance for RavenDB we achieved 150,000 writes/second. So it certainly looks like we are performing significantly better.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Going back to the Node.js version, I wanted to know what exactly was the problem that we had there. Why are we so much slower than the C# version? It&amp;rsquo;s possible that this is just the limits of the node.js platform, but you &lt;em&gt;gotta &lt;/em&gt;check to know. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Node.js has an --inspect flag that you can use, and Chrome has a built-in profiler (&lt;span style="color:#2c3437;"&gt;chrome://inspect) &lt;/span&gt;that can plug into that. Using the DevTools, you can get a performance profile of a Node.js process.&lt;/p&gt;&lt;p style="text-align:left;"&gt;I did just that and go the following numbers:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img 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" style="float: right"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That is&amp;hellip; curious. &lt;em&gt;Really&lt;/em&gt;&amp;nbsp;curious, isn&amp;rsquo;t it?&lt;/p&gt;&lt;p style="text-align:left;"&gt;Basically, none of my code appears here &lt;em&gt;at&lt;/em&gt;&amp;nbsp;all, most of the time is spent dealing with the async machinery. If you look at the code above, you can see that we are issuing an await&amp;nbsp;for each document stored. &amp;nbsp;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea with bulk insert is that under the covers, we split the writing to an in-memory buffer and the flushing of the buffer to the network. In the vast majority of cases, we&amp;rsquo;ll &lt;em&gt;not&lt;/em&gt;&amp;nbsp;do any async operations in the store()&amp;nbsp;call. If the buffer is full, we&amp;rsquo;ll need to flush it to the network, and that may force us to do an actual await&amp;nbsp;operation. In Node.js, awaiting an async function that doesn&amp;rsquo;t actually perform any async operation appears to be &lt;em&gt;super&lt;/em&gt;&amp;nbsp;expensive.&lt;/p&gt;&lt;p style="text-align:left;"&gt;We threw around a bunch of ideas on how to resolve this issue. The problem is that Node.js has no equivalent to C#&amp;rsquo;s ValueTask.&amp;nbsp;We also have a lot of existing code out there in the field that we must remain compatible with.&lt;/p&gt;&lt;p style="text-align:left;"&gt;Our solution to this dilemma was to add another function that you can call, like so:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; user &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; id &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"users/"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;tryStoreSync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;The idea is that if you call tryStoreSync()&amp;nbsp;we&amp;rsquo;ll try to do everything in memory, but it may not be possible (e.g. if we need to flush the buffer). In that case, you&amp;rsquo;ll need to call the async function store()&amp;nbsp;explicitly. &lt;/p&gt;&lt;p style="text-align:left;"&gt;Given that the usual reason for using the dedicated API for bulk insert is performance, this looks like a reasonable thing to ask. Especially when you can see the actual performance results. We are talking about over 55%&lt;strong&gt;(!!!)&lt;/strong&gt;&amp;nbsp;improvement in the performance of bulk insert.&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;It gets even better. That was just the mechanical fix to avoid generating a promise per operation. While we are addressing this performance issue, there are a few other low-hanging fruits that could improve the bulk insert performance in Node.js. &lt;/p&gt;&lt;p style="text-align:left;"&gt;For example, it turns out that we pay a hefty cost to generate the metadata for all those documents (runtime reflection cost, mostly). We can generate it &lt;em&gt;once&lt;/em&gt;&amp;nbsp;and be done with it, like so:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;hr/&gt;&lt;pre class='line-numbers language-javascript'&gt;&lt;code class='line-numbers language-javascript'&gt;&lt;span class="token keyword"&gt;const&lt;/span&gt; bulk &lt;span class="token operator"&gt;=&lt;/span&gt; store&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;bulkInsert&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;const&lt;/span&gt; metadata &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token string-property property"&gt;"@collection"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"Users"&lt;/span&gt;&lt;span class="token punctuation"&gt;,&lt;/span&gt;
    &lt;span class="token string-property property"&gt;"Raven-Node-Type"&lt;/span&gt;&lt;span class="token operator"&gt;:&lt;/span&gt; &lt;span class="token string"&gt;"User"&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
&lt;span class="token keyword"&gt;for&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token keyword"&gt;let&lt;/span&gt; i &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token number"&gt;0&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i &lt;span class="token operator"&gt;&amp;lt;&lt;/span&gt; &lt;span class="token number"&gt;100_000_000&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt; i&lt;span class="token operator"&gt;++&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; user &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token keyword"&gt;new&lt;/span&gt; &lt;span class="token class-name"&gt;User&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token string"&gt;'user'&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;const&lt;/span&gt; id &lt;span class="token operator"&gt;=&lt;/span&gt; &lt;span class="token string"&gt;"users/"&lt;/span&gt; &lt;span class="token operator"&gt;+&lt;/span&gt; i&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token keyword"&gt;if&lt;/span&gt; &lt;span class="token punctuation"&gt;(&lt;/span&gt;bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;tryStoreSync&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;,&lt;/span&gt; metadata&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token operator"&gt;==&lt;/span&gt; &lt;span class="token boolean"&gt;false&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt; &lt;span class="token punctuation"&gt;{&lt;/span&gt;
        &lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;store&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;user&lt;span class="token punctuation"&gt;,&lt;/span&gt; id&lt;span class="token punctuation"&gt;,&lt;/span&gt; metadata&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;
    &lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token punctuation"&gt;}&lt;/span&gt;
&lt;span class="token keyword"&gt;await&lt;/span&gt; bulk&lt;span class="token punctuation"&gt;.&lt;/span&gt;&lt;span class="token function"&gt;finish&lt;/span&gt;&lt;span class="token punctuation"&gt;(&lt;/span&gt;&lt;span class="token punctuation"&gt;)&lt;/span&gt;&lt;span class="token punctuation"&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;hr/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;And this code in particular gives us:&lt;/p&gt;&lt;p style="text-align:left;"&gt;&lt;img src="data:image/png;base64,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"/&gt;&lt;/p&gt;&lt;p style="text-align:left;"&gt;That is basically near enough to the C#&amp;rsquo;s speed that I don&amp;rsquo;t think we &lt;em&gt;need&lt;/em&gt;&amp;nbsp;to pay more attention to performance. Overall, that was time very well spent in making things go &lt;em&gt;fast&lt;/em&gt;.&lt;/p&gt;
&lt;link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/prism/9000.0.1/themes/prism.min.css" integrity="sha512-/mZ1FHPkg6EKcxo0fKXF51ak6Cr2ocgDi5ytaTBjsQZIH/RNs6GF6+oId/vPe3eJB836T36nXwVh/WBl/cWT4w==" crossorigin="anonymous" referrerpolicy="no-referrer" /&gt;</description><link>http://ayende.com/201569-a/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100</link><guid>http://ayende.com/201569-a/improving-ravendbs-node-js-bulk-insert-performance?Key=77afcb92-876b-45b3-99da-17adb2630100</guid><pubDate>Thu, 08 Aug 2024 12:00:00 GMT</pubDate></item></channel></rss>