From 04189ab53e4127d7773556addc7d4b58e9047490 Mon Sep 17 00:00:00 2001 From: Alex K <8418476+fearful-symmetry@users.noreply.github.com> Date: Fri, 3 Jan 2020 09:01:58 -0800 Subject: [PATCH] update field docs for free memory (#15300) --- metricbeat/docs/fields.asciidoc | 2 +- metricbeat/module/system/fields.go | 2 +- metricbeat/module/system/memory/_meta/fields.yml | 5 +++-- 3 files changed, 5 insertions(+), 4 deletions(-) diff --git a/metricbeat/docs/fields.asciidoc b/metricbeat/docs/fields.asciidoc index db8ce6a2092..e45d2fbfb06 100644 --- a/metricbeat/docs/fields.asciidoc +++ b/metricbeat/docs/fields.asciidoc @@ -31029,7 +31029,7 @@ format: bytes *`system.memory.actual.free`*:: + -- -Actual free memory in bytes. It is calculated based on the OS. On Linux it consists of the free memory plus caches and buffers. On OSX it is a sum of free memory and the inactive memory. On Windows, it is equal to `system.memory.free`. +Actual free memory in bytes. It is calculated based on the OS. On Linux this value will be MemAvailable from /proc/meminfo, or calculated from free memory plus caches and buffers if /proc/meminfo is not available. On OSX it is a sum of free memory and the inactive memory. On Windows, it is equal to `system.memory.free`. type: long diff --git a/metricbeat/module/system/fields.go b/metricbeat/module/system/fields.go index 33d5716ea79..46cd3f41ddf 100644 --- a/metricbeat/module/system/fields.go +++ b/metricbeat/module/system/fields.go @@ -32,5 +32,5 @@ func init() { // AssetSystem returns asset data. // This is the base64 encoded gzipped contents of ../metricbeat/module/system. func AssetSystem() string { - return "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" + return "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" } diff --git a/metricbeat/module/system/memory/_meta/fields.yml b/metricbeat/module/system/memory/_meta/fields.yml index 5fbe09e39d1..26b3f78097d 100644 --- a/metricbeat/module/system/memory/_meta/fields.yml +++ b/metricbeat/module/system/memory/_meta/fields.yml @@ -46,8 +46,9 @@ type: long format: bytes description: > - Actual free memory in bytes. It is calculated based on the OS. On Linux it consists of the free memory - plus caches and buffers. On OSX it is a sum of free memory and the inactive memory. On Windows, it is equal + Actual free memory in bytes. It is calculated based on the OS. On Linux this value will be MemAvailable from /proc/meminfo, + or calculated from free memory plus caches and buffers if /proc/meminfo is not available. + On OSX it is a sum of free memory and the inactive memory. On Windows, it is equal to `system.memory.free`. - name: used.pct