系统默认开了kdump占用128M

 cat /boot/grub/grub.conf

有crashkernel=128M

一般内存消耗汇总=进程消耗+ slab消耗+pagetable消耗。

用free查看内存

![](data:image/png;base64,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)

这里的used是749Mb

在用ps_mem.py 查看

Private  +   Shared  =  RAM used

---------------------------------

                        719.2 MiB

RSS

resident set size 也就是每个进程用了具体的多少页的内存。由于linux系统采用的是虚拟内存,进程的代码,库,堆和栈使用的内存都会消耗内存,但是申请出来的内存,只要没真正touch过,是不算的,因为没有真正为之分配物理页面。

我们实际进程使用的物理页面应该用resident set size来算的,遍历所有的进程,就可以知道所有的所有的进程使用的内存。

#  vi RSS.sh

#/bin/bash

for PROC in `ls  /proc/|grep "^[0-9]"`

do

  if [ -f /proc/$PROC/statm ]; then

      TEP=`cat /proc/$PROC/statm | awk '{print ($2)}'`

      RSS=`expr $RSS + $TEP`

  fi

done

RSS=`expr $RSS \* 4 / 1024`

echo $RSS"MB"

###

#  chmod a+x RSS.sh

#  ./RSS.sh

[root@localhost ~]# ./RSS.sh

1135MB

结束是 RSS.sh 多出1135-749=386m

 那最大的问题可能在进程的消耗计算上。

 resident set size 包括我们使用的各种库和so等共享的模块,在前面的计算中 重复计算了。多出的正是共享库重复计算的部分。

但是由于每个进程共享的东西都不一样,我们也没法知道每个进程是如何共享的,没法做到准确的区分。

查看slab消耗

内核的模块在分配资源的时候,为了提高效率和资源的利用率,都是通过slab来分配的。

查看命令:slabtop

或者

echo `cat /proc/slabinfo |awk 'BEGIN{sum=0;}{sum=sum+$3*$4;}END{print sum/1024/1024}'` MB

查看pagetable消耗

echo `grep PageTables /proc/meminfo | awk '{print $2}'` KB

struct page也有一定的消耗

内核把物理页作为内存管理的基本单位。尽管处理器的最小可寻址单位通常是字,但是,内存管理单元MMU通常以页为单位进行处理。因此,从虚拟内存的交代来看,页就是最小单位。内核用struct  page(linux/mm.h)结构表示系统中的每个物理页:

struct page是系统boot的时候就会根据内存大小算出来分配出去的,

其实struct page占的内存相对与整个内存来说不大。4GB的物理内存,struct page只占20M

 

最后用nmon查看比较准确

![](data:image/png;base64,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)

used=total-free=3776.3-2817.6=958.7mb

used=buffers+cache+ps_mem+slab+pagetable+struct page(一般忽略)

考虑到配置HugePages的情况,请查看cat /proc/meminfo中的统计情况是否有配置大页内存,这些内存会被计算到used中,但是一般的进程不可见,自然也不会在RSS、slab和pagetable的开销中了。举例如下:

HugePages_Total: 15

HugePages_Free: 15

HugePages_Rsvd: 0

HugePages_Surp: 0

Hugepagesize: 2048 kB

配置了15个大页,单页大小2M,约30M内存都是空闲,但是会被统计到used中。

<span style="color: rgb(255, 0, 0);">最后注意,系统是虚拟机的话,如果内存设置了限制,上面方法查看内存使用率是对不上的。

要在系统中查看一下:vmware-toolbox-cmd stat balloon</span>