mysql占用内存不释放,并且一直缓慢增长
各位老师好,有如下问题需要请教。
问题描述:
主机:256GB内存
单机多实例部署的mysql,单机大概有25个mysql实例,每个实例buffer pool配置2GB。
目前有一个mysql实例占用内存一直不释放(挺长时间了),并且 一直有缓慢增长的趋势。
top信息如下:
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
cat /proc/../status如下:
data:image/png;base64,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
数据库全局内存配置如下:
data:image/png;base64,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线程级别的内存配置如下:
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performance_schema占用内存如下:
show engineperformance_schema status;
| performance_schema | performance_schema.memory | 507107512 |
数据库连接信息描述如下:
数据库连接中包含大量的Sleep线程,在860个左右(上下浮动不超过3个)。wait_timeout设置的半分钟。
问题:
① mysql占用内存不释放,并且缓慢增长,这种现象是不是内存泄漏?
② 产生这种现象的原因可能是什么?和大量的sleep连接未释放有没有联系?该怎么排查?
③ 线程级别的内存,是只要有连接就会分配,还是使用到的时候再去分配呢?用完了是否会主动释放呢(在Sleep状态下)?
④ 该此类问题有什么解决办法吗?
遇到过跟你类似的情况,貌似是mysql是用了glibc管理内存有某些缺陷,在某些操作时,占用内存会不释放,比如增减分区啥的,你的环境有大量增减分区的操作吗? 四马路刚子 发表于 2022-12-19 15:40
遇到过跟你类似的情况,貌似是mysql是用了glibc管理内存有某些缺陷,在某些操作时,占用内存会不释放,比如 ...
你说的是分区表吗?没有分区表的。 李努力 发表于 2022-12-19 16:03
你说的是分区表吗?没有分区表的。
可以监控一下内存是在哪些时段增长的,然后看一下这个时间段具体都进行了哪些操作,貌似大事物也会导致内存增长 四马路刚子 发表于 2022-12-19 16:26
可以监控一下内存是在哪些时段增长的,然后看一下这个时间段具体都进行了哪些操作,貌似大事物也会导致内 ...
是缓慢增长的,并不是一下突然升高的。 单个线程级别内存最大占用272M,理论上线程级别的内存是关闭就会释放的,但实际上只是在mysql内部释放并没有释放给操作系统,然后重复利用。可以通过pmap查看一下mysql线程是否有很多的匿名块。 可以先确认一下内存分配器是什么,lsof -p <PID> | grep malloc ,如果没有结果,说明是使用的glibc,有结果则是对应输出的内存管理器。官方默认的glibc存在内存泄漏问题,在bugs.mysql.com中能搜到。解决方法是替换成jemolloc的内存管理器。
另外,如果使用的是glibc,在x86环境下,可以使用命令gdb --batch --pid <PID> --ex 'call malloc_trim(0)'来释放内存,执行命令后的确有内存释放,则可以进一步说明存在内存泄漏,生产环境命令慎用。 本帖最后由 李努力 于 2022-12-21 19:10 编辑
xryz 发表于 2022-12-21 16:46
单个线程级别内存最大占用272M,理论上线程级别的内存是关闭就会释放的,但实际上只是在mysql内部释放并没 ...
您好,这个线程级别的,是不是只有连接断开的话mysql内部才会释放,sql语句执行完了(也就是sleep状态下)并不会去释放?而且释放后不会归还操作系统?我理解的没问题吧 土豆娃娃呀 发表于 2022-12-21 18:05
可以先确认一下内存分配器是什么,lsof -p| grep malloc ,如果没有结果,说明是使用的glibc,有结果则是 ...
您好,用的glibc的。。gdb这个测试了一下,感觉会把进程干掉啊 李努力 发表于 2022-12-21 19:06
您好,用的glibc的。。gdb这个测试了一下,感觉会把进程干掉啊
一般不会把进程干掉,我操作过很多次,只遇到过一次进程被gdb down的情况。
使用了glibc,可以尽快替换为jemolloc,https://dev.mysql.com/doc/refman/8.0/en/mysqld-safe.html#option_mysqld_safe_malloc-lib
jemalloc下载地址https://pkgs.org/download/jemalloc
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