fork failed because of Out Of Memory
Maybe virtual memory over commit is prevented in your system.
If it is prevented, then the virtual memory can not be bigger than sizeof physical RAM + swap. If it is allowed, then virtual memory can be bigger than RAM+swap.
When your process forks, your processes (parent and child) would have 2*180GB of virtual memory (that is too much if you don't have swap).
So, allow over commit by this way:
echo 1 > /proc/sys/vm/overcommit_memory
It should help, if child process execves immediately, or frees allocated memory before the parent writes too much to own memory. So, be careful, out of memory killer may act if both processes keep using all the memory.
man page of proc(5) says:
/proc/sys/vm/overcommit_memory
This file contains the kernel virtual memory accounting mode. Values are: 0: heuristic overcommit (this is the default) 1: always overcommit, never check 2: always check, never overcommit
In mode 0, calls of mmap(2) with MAP_NORESERVE are not checked, and the default check is very weak, leading to the risk of getting a process "OOM-killed". Under Linux 2.4 any nonzero value implies mode 1. In mode 2 (available since Linux 2.6), the total virtual address space on the system is limited to (SS + RAM*(r/100)), where SS is the size of the swap space, and RAM is the size of the physical memory, and r is the contents of the file /proc/sys/vm/overcommit_ratio.
fork failed because of Out Of Memory的更多相关文章
- fork failed.: Cannot allocate memory
在做压力测试时候: [root@666 ok]# webbench -c 5000 -t30 http://10.100.0.61/ Webbench - Simple Web Benchmark 1 ...
- 故障:fork failed:Resource Temporarily Unavailable解决方案
故障:fork failed:Resource Temporarily Unavailable解决方案 AIX在一次crontab bkapp.txt导入N多定时任务时候,该用户无法执行任何命令,再s ...
- Sybase ASE安装过程报错,无法创建数据库设备[AM fork() failed]
今天同事要搭建一套测试环境,安装开发版的SYBASE ASE 15.03 Windows平台下的,发现安装过程中到了创建数据库设备的环节就开始报错了,报错信息如下: 03/24/14 09:31:44 ...
- 解决 FATAL ERROR: CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory 问题
https://blog.csdn.net/weixin_41196185/article/details/81114226 今天在启动vue项目的时候报了这样一个错误 观察到关键词是 FATAL E ...
- 【nodejs】FATAL ERROR: CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory
当使用大批量(>100)的SQL进行MySql数据库插值任务时,会发生以下错误: 总计将有371579条数据将被插入数据库 开始插入DB <--- Last few GCs ---> ...
- FATAL ERROR: CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory
vue项目 npm run dev 报错 WAIT Compiling...16:36:21 95% emittingFATAL ERROR: CALL_AND_RETRY_LAST Allocati ...
- 解决Vue编译和打包时频繁内存溢出情况CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory
解决Vue编译和打包时频繁内存溢出情况CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory 如上图所示:频繁出现此 ...
- composer proc_open(): fork failed – Cannot allocate memory
一般小的VPS 才1G内存,如果使用composer会提示内存不足的现象 解决办法,可以使用交换内存 直接命令 /bin/dd if=/dev/zero of=/var/swap.1 bs=1M co ...
- angular4 JavaScript内存溢出问题 (FATAL ERROR: CALL_AND_RETRY_LAST Allocation failed - JavaScript heap out of memory)
最近在写基于angular4的项目的时候,在build --prod的时候,突然措手不及的蹦出个报错,大致错误如下: 70% building modules 1345/1345 modules 0 ...
随机推荐
- LINQ学习之旅 C#3.0新特性(一)
一:C#3.0新语言的特性 自动属性(Auto-Implemented Properties) 隐含类型局部变量(Local Variable Type Inference) 匿名类型(Anonymo ...
- 如何重置mate的面板到初始化时的默认设置?
在你的任何终端中敲入如下命令: gsettings reset-recursively org.mate.panel
- hdu 2197 求长度为n的本原串 (快速幂+map)
Problem Description由0和1组成的串中,不能表示为由几个相同的较小的串连接成的串,称为本原串,有多少个长为n(n<=100000000)的本原串?答案mod2008.例如,10 ...
- AOJ 0009 Prime Number
题意:给出n,求不大于n的素数有多少个. 算法:先用线性时间复杂度的筛法打素数表,对于每个输入统计不超过的素数个数. #include <cstdio> int p[100010]; bo ...
- asp.net core2.0大白话带你入门
本系列包括: 1.新建asp.net core项目2.web项目目录解读3.配置访问地址4.环境变量详解5.配置文件6.日志7.DI容器8.服务的生命周期9.session的使用10.cookie的使 ...
- Codeforces Round #319 (Div. 2) D - Invariance of Tree
Invariance of Tree 题目大意:给你一个有1-n组成的序列p,让你构造一棵树,如果节点a和b之间有一条边,则p[a]和p[b]之间也有一条边. 思路:没啥思路,看了题解菜爆. 我们可以 ...
- input禁止输入空格
<input name="" onkeyup="this.value=this.value.replace(/^\s+|\s+$/g,'')" value ...
- ubuntu 18图形界面
sh .start_mode.sh: 换操作方式(图形界面,终端界面): 桌面版: 界面中 ctrl + shift + t 打开终端 ctrl + shift + "+" 放大字 ...
- luoguP4709 信息传递 置换 + 多项式exp
感觉我的做法并不是最优做法... 考虑一个置换\(g\)中的一个置换环\(S\) 在\(g^n\)的形态中,它变为了\(gcd(n, |S|)\)个长度相同的置换环 那么,我们考虑对\(f\)的所有置 ...
- BZOJ.3585.mex(线段树)
题目链接 题意:多次求区间\(mex\). 考虑\([1,i]\)的\(mex[i]\),显然是单调的 而对于\([l,r]\)与\([l+1,r]\),如果\(nxt[a[l]]>r\),那么 ...