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技术 2022年11月16日
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上一节讲了 CPU 使用率是什么,并通过一个案例教你使用 top、vmstat、pidstat 等工具,排查高 CPU 使用率的进程,然后再使用 perf top 工具,定位应用内部函数的问题。不过就有人留言了,说似乎感觉高 CPU 使用率的问题,还是挺容易排查的。那是不是所有 CPU 使用率高的问题,都可以这么分析呢?我想,你的答案应该是否定的。

回顾前面的内容,我们知道,系统的 CPU 使用率,不仅包括进程用户态和内核态的运行, 还包括中断处理、等待 I/O 以及内核线程等。所以,当你发现系统的 CPU 使用率很高的 时候,不一定能找到相对应的高 CPU 使用率的进程。

案例分析

准备

探究系统 CPU 使用率高的情况,所以这次实验的准备工作,与上节课的准备工作基本相同,差别在于案例所用的 Docker 镜像不同。

预先安装 docker、sysstat、perf、ab 等工具,如 yum install docker.io sysstat linux-tools-common apache2-utils ,ab(apache bench)是一个常用的 HTTP 服务性能测试工具,这里同样用来模拟 Nginx 的客户端。由于 Nginx 和 PHP 的配置比较麻烦,我把它们打包成了两个 Docker 镜像,这样只需要运行两个容器,就可以得到模拟环境。

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" alt="" width="282">

其中一台用作 Web 服务器,来模拟性能问题;另一台用作 Web 服务器的客户端,来给 Web 服务增加压力请求。使用两台虚拟机是为了相互隔离,避免“交叉感染”。

docker run --name nginx -p 10000:80 -itd feisky/nginx:sp
docker run --name phpfpm -itd --network container:nginx feisky/php-fpm:sp访问第一台机器
[root@bzhl ~]# curl http://23.106.155.240:10000/
It works!

测试

我们来测试一下这个 Nginx 服务的性能。在第二个终端运行下面的 ab 命令。要注意,与上次操作不同的是,这次我们需要并发 100 个请求测试 Nginx 性能,总共测试1000 个请求。

[root@bzhl ~]# ab -c 100 -n 1000 http://23.106.155.240:10000/Complete requests:      1000
Failed requests: 0
Total transferred: 172000 bytes
HTML transferred: 9000 bytes
Requests per second: 112.08 [#/sec] (mean)
Time per request: 892.222 [ms] (mean)
Time per request: 8.922 [ms] (mean, across all concurrent requests)
Transfer rate: 18.83 [Kbytes/sec] received

从 ab 的输出结果我们可以看到,Nginx 能承受的每秒平均请求数,只有 112.08多一点,是不是感觉它的性能有点差呀。那么,到底是哪里出了问题呢?我们再用 top 和 pidstat 来观察一下。这次,我们在第二个终端,将测试的并发请求数改成 5,同时把请求时长设置为 10 分钟(-t 600)。这样,当你在第一个终端使用性能分析工具时, Nginx 的压力还是继续的。继续在第二个终端运行 ab 命令:

然后,我们在第一个终端运行 top 命令,观察系统的 CPU 使用情况:

top - 11:22:55 up 35 days, 21:36,  1 user,  load average: 1.28, 0.52, 0.22
Tasks: 119 total, 6 running, 74 sleeping, 0 stopped, 0 zombie
%Cpu0 : 60.4 us, 14.7 sy, 0.0 ni, 24.6 id, 0.0 wa, 0.0 hi, 0.4 si, 0.0 st
%Cpu1 : 59.6 us, 15.7 sy, 0.0 ni, 22.3 id, 0.0 wa, 0.0 hi, 2.4 si, 0.0 st
KiB Mem : 2057308 total, 152184 free, 366672 used, 1538452 buff/cache
KiB Swap: 524284 total, 523760 free, 524 used. 1402364 avail Mem PID USER PR NI VIRT RES SHR S %CPU %MEM TIME+ COMMAND
32020 101 20 0 33104 3692 2276 S 3.7 0.2 0:01.67 nginx
2743 bin 20 0 336696 16064 8392 S 2.7 0.8 0:00.95 php-fpm
2752 bin 20 0 336696 16064 8392 S 2.3 0.8 0:00.96 php-fpm
2755 bin 20 0 336696 16064 8392 S 2.3 0.8 0:00.90 php-fpm
2738 bin 20 0 336696 16064 8392 S 2.0 0.8 0:00.95 php-fpm
2766 bin 20 0 336696 16064 8392 S 2.0 0.8 0:00.91 php-fpm
31726 root 20 0 655612 77988 39920 S 1.3 3.8 0:15.71 dockerd
31970 root 20 0 108756 8400 4504 S 1.3 0.4 0:00.87 containerd-shim
10 root 20 0 0 0 0 R 0.3 0.0 0:47.50 rcu_sched
6094 root 20 0 221712 20704 7596 S 0.3 1.0 32:23.52 python
1 root 20 0 125520 5220 3828 S 0.0 0.3 1:40.77 systemd

观察 top 输出的进程列表可以发现,CPU 使用率最高的进程也只不过才3.7%,看起来并不高。然而,再看系统 CPU 使用率( %Cpu )这一行,你会发现,系统的整体 CPU 使用率是比较高的:用户 CPU 使用率(us)已经到了 60%,系统 CPU 为 15.1%,而空闲 CPU(id)则只有 29%。为什么用户 CPU 使用率这么高呢?我们再重新分析一下进程列表,看看有没有可疑进程:

docker-containerd 进程是用来运行容器的,2.7% 的 CPU 使用率看起来正常;

Nginx 和 php-fpm 是运行 Web 服务的,它们会占用一些 CPU 也不意外,并且 2% 的CPU 使用率也不算高;

再往下看,后面的进程呢,只有 0.3% 的 CPU 使用率,看起来不太像会导致用户 CPU 使用率达到 80%。那就奇怪了,明明用户 CPU 使用率都 80% 了,可我们挨个分析了一遍进程列表,还是找不到高 CPU 使用率的进程。看来 top 是不管用了,那还有其他工具可以查看进程 CPU 使用情况吗?不知道你记不记得我们的老朋友 pidstat,它可以用来分析进程的 CPU 使用情况。

[root@doit ~]# pidstat 1
Linux 4.20.0-1.el7.elrepo.x86_64 (doit) 07/14/2019 _x86_64_ (2 CPU)11:41:56 AM UID PID %usr %system %guest %wait %CPU CPU Command
11:41:57 AM 0 16 0.00 0.97 0.00 0.00 0.97 1 ksoftirqd/1
11:41:57 AM 1 7110 0.00 0.97 0.00 3.88 0.97 1 php-fpm
11:41:57 AM 1 7115 0.97 1.94 0.00 4.85 2.91 1 php-fpm
11:41:57 AM 1 7123 0.00 1.94 0.00 2.91 1.94 0 php-fpm
11:41:57 AM 1 7127 0.00 0.97 0.00 2.91 0.97 1 php-fpm
11:41:57 AM 1 7137 0.97 1.94 0.00 4.85 2.91 0 php-fpm
11:41:57 AM 0 24569 0.00 0.97 0.00 0.00 0.97 1 pidstat
11:41:57 AM 1 24780 0.00 2.91 0.00 0.00 2.91 1 php-fpm
11:41:57 AM 0 31726 0.97 0.00 0.00 0.00 0.97 1 dockerd
11:41:57 AM 0 31970 0.00 1.94 0.00 0.00 1.94 0 containerd-shim
11:41:57 AM 101 32020 0.97 1.94 0.00 11.65 2.91 0 nginx[root@doit ~]# uptime
11:42:56 up 35 days, 21:56, 1 user, load average: 2.82, 1.33, 0.81

观察一会儿,你是不是发现,所有进程的 CPU 使用率也都不高啊,最高的 Docker 和Nginx 也只有 4% 和 3%,即使所有进程的 CPU 使用率都加起来,也不过是 21%,离80% 还差得远呢!后来我发现,会出现这种情况,很可能是因为前面的分析漏了一些关键信息。你可以先暂 停一下,自己往上翻,重新操作检查一遍。或者,我们一起返回去分析 top 的输出,看看能不能有新发现。现在,我们回到第一个终端,重新运行 top 命令,并观察一会儿

top - 11:49:53 up 35 days, 22:03,  2 users,  load average: 4.12, 3.15, 1.84
Tasks: 128 total, 4 running, 82 sleeping, 0 stopped, 0 zombie
%Cpu(s): 49.5 us, 12.6 sy, 0.0 ni, 36.7 id, 0.0 wa, 0.0 hi, 1.2 si, 0.0 st
KiB Mem : 2057308 total, 93240 free, 374216 used, 1589852 buff/cache
KiB Swap: 524284 total, 523760 free, 524 used. 1389000 avail Mem PID USER PR NI VIRT RES SHR S %CPU %MEM TIME+ COMMAND
32020 101 20 0 33104 3692 2276 S 2.6 0.2 0:21.73 nginx
12098 bin 20 0 336696 16064 8392 S 2.0 0.8 0:06.72 php-fpm
12124 bin 20 0 336696 16064 8392 S 2.0 0.8 0:06.70 php-fpm
31970 root 20 0 108756 8220 4504 S 2.0 0.4 0:13.37 containerd-shim
12075 bin 20 0 336696 16064 8392 S 1.7 0.8 0:06.89 php-fpm
12080 bin 20 0 336696 16064 8392 S 1.7 0.8 0:06.89 php-fpm
12083 bin 20 0 336696 16064 8392 S 1.7 0.8 0:06.66 php-fpm
31726 root 20 0 655612 77920 39920 S 1.0 3.8 0:22.63 dockerd
16 root 20 0 0 0 0 S 0.7 0.0 0:14.97 ksoftirqd/1
31383 bin 20 0 0 0 0 R 0.3 0.0 0:00.01 stress

这次从头开始看 top 的每行输出,咦?Tasks 这一行看起来有点奇怪,就绪队列中居然有6 个 Running 状态的进程(6 running),是不是有点多呢?回想一下 ab 测试的参数,并发请求数是 5。再看进程列表里, php-fpm 的数量也是 5, 再加上 Nginx,好像同时有 6 个进程也并不奇怪。但真的是这样吗?

再仔细看进程列表,这次主要看 Running(R) 状态的进程。你有没有发现, Nginx 和所有的 php-fpm 都处于 Sleep(S)状态,而真正处于 Running(R)状态的,却是几个stress 进程。这几个 stress 进程就比较奇怪了,需要我们做进一步的分析。

我们还是使用 pidstat 来分析这几个进程,并且使用 -p 选项指定进程的 PID。首先,从上面 top 的结果中,找到这几个进程的 PID。比如,先随便找一个 24344,然后用 pidstat 命令看一下它的 CPU 使用情况:

[root@doit ~]# pidstat -p 31383
Linux 4.20.0-1.el7.elrepo.x86_64 (doit) 07/14/2019 _x86_64_ (2 CPU)
11:50:40 AM UID PID %usr %system %guest %wait %CPU CPU Command
奇怪,居然没有任何输出。难道是 pidstat 命令出问题了吗?之前我说过,在怀疑性能工具出问题前,最好还是先用其他工具交叉确认一下。那用什么工具呢? ps 应该是最简单易用的。我们在终端里运行下面的命令,看看 24344 进程的状态:[root@doit ~]# ps aux |grep 31383
root 483 0.0 0.1 112720 2344 pts/1 S+ 11:51 0:00 grep --color=auto 31383

还是没有输出。现在终于发现问题,原来这个进程已经不存在了,所以 pidstat 就没有任何输出。既然进程都没了,那性能问题应该也跟着没了吧。我们再用  top  命令确认一下:

top - 11:53:11 up 35 days, 22:06,  2 users,  load average: 2.46, 2.27, 1.71
Tasks: 126 total, 6 running, 75 sleeping, 0 stopped, 2 zombie
%Cpu(s): 53.8 us, 13.9 sy, 0.0 ni, 31.2 id, 0.0 wa, 0.0 hi, 1.0 si, 0.0 st
KiB Mem : 2057308 total, 125672 free, 353916 used, 1577720 buff/cache
KiB Swap: 524284 total, 523760 free, 524 used. 1412436 avail Mem PID USER PR NI VIRT RES SHR S %CPU %MEM TIME+ COMMAND
32020 101 20 0 33104 3692 2276 R 2.7 0.2 0:23.15 nginx
489 bin 20 0 336696 16064 8392 S 2.3 0.8 0:00.94 php-fpm
484 bin 20 0 336696 16064 8392 S 2.0 0.8 0:00.88 php-fpm
502 bin 20 0 336696 16064 8392 R 2.0 0.8 0:00.91 php-fpm
500 bin 20 0 336696 16064 8392 S 1.7 0.8 0:00.88 php-fpm
511 bin 20 0 336696 16064 8392 R 1.7 0.8 0:00.86 php-fpm
31970 root 20 0 108756 8340 4504 S 1.7 0.4 0:14.18 containerd-shim
31726 root 20 0 655612 77920 39920 S 1.0 3.8 0:23.15 dockerd
10 root 20 0 0 0 0 I 0.3 0.0 0:49.25 rcu_sched
11768 bin 20 0 8188 1624 540 R 0.3 0.1 0:00.01 stress

好像又错了。结果还跟原来一样,用户 CPU 使用率还是高达 80.9%,系统 CPU 接近15%,而空闲 CPU 只有 2.8%,Running 状态的进程有 Nginx、stress 等。

可是,刚刚我们看到 stress 进程不存在了,怎么现在还在运行呢?再细看一下 top 的输出,原来,这次 stress 进程的 PID 跟前面不一样了,原来的 PID 24344 不见了,现在的是 6779。

进程的 PID 在变,这说明什么呢?在我看来,要么是这些进程在不停地重启,要么就是全新的进程,这无非也就两个原因:

第一个原因,进程在不停地崩溃重启,比如因为段错误、配置错误等等,这时,进程在退出后可能又被监控系统自动重启了。

第二个原因,这些进程都是短时进程,也就是在其他应用内部通过 exec 调用的外面命令。这些命令一般都只运行很短的时间就会结束,你很难用 top 这种间隔时间比较长的工具发现(上面的案例,我们碰巧发现了)。

至于 stress,我们前面提到过,它是一个常用的压力测试工具。它的 PID 在不断变化中, 看起来像是被其他进程调用的短时进程。要想继续分析下去,还得找到它们的父进程。

要怎么查找一个进程的父进程呢?没错,用 pstree 就可以用树状形式显示所有进程之间的关系:

[root@doit ~]# pstree |grep stress        |            |                 |         |-php-fpm---sh---stress---stress

从这里可以看到,stress 是被 php-fpm 调用的子进程,并且进程数量不止一个(这里是3 个)。找到父进程后,我们能进入 app 的内部分析了。

首先,当然应该去看看它的源码。运行下面的命令,把案例应用的源码拷贝到 app 目录, 然后再执行 grep 查找是不是有代码再调用 stress 命令:

[root@doit ~]# docker cp phpfpm:/app .
grep 查找看看是不是有代码在调用 stress 命令[root@doit ~]# grep stress -r app
app/index.php:// fake I/O with stress (via write()/unlink()).
app/index.php:$result = exec("/usr/local/bin/stress -t 1 -d 1 2>&1", $output, $status);

找到了,果然是 app/index.php 文件中直接调用了 stress 命令。再来看看 app/index.php 的源代码:

[root@doit ~]# cat app/index.php
<?php
// fake I/O with stress (via write()/unlink()).
$result = exec("/usr/local/bin/stress -t 1 -d 1 2>&1", $output, $status);
if (isset($_GET["verbose"]) && $_GET["verbose"]==1 && $status != 0) {
echo "Server internal error: ";
print_r($output);
} else {
echo "It works!";
}

可以看到,源码里对每个请求都会调用一个 stress 命令,模拟 I/O 压力。从注释上看, stress 会通过 write() 和 unlink() 对 I/O 进程进行压测,看来,这应该就是系统 CPU 使用率升高的根源了。

不过,stress 模拟的是 I/O 压力,而之前在 top 的输出中看到的,却一直是用户 CPU 和系统 CPU 升高,并没见到 iowait 升高。这又是怎么回事呢?stress 到底是不是 CPU 使

用率升高的原因呢?

我们还得继续往下走。从代码中可以看到,给请求加入 verbose=1 参数后,就可以查看stress 的输出。你先试试看,在第二个终端运行:

[root@bzhl ~]# curl  http://23.106.155.240:10000?verbose=1
Server internal error: Array
(
[0] => stress: info: [9490] dispatching hogs: 0 cpu, 0 io, 0 vm, 1 hdd
[1] => stress: FAIL: [9491] (563) mkstemp failed: Permission denied
[2] => stress: FAIL: [9490] (394) <-- worker 9491 returned error 1
[3] => stress: WARN: [9490] (396) now reaping child worker processes
[4] => stress: FAIL: [9490] (400) kill error: No such process
[5] => stress: FAIL: [9490] (451) failed run completed in 0s
)

看错误消息 mkstemp failed: Permission denied ,以及 failed run completed in 0s。原来 stress 命令并没有成功,它因为权限问题失败退出了。看来,我们发现了一个 PHP 调用外部 stress 命令的 bug:没有权限创建临时文件。

从这里我们可以猜测,正是由于权限错误,大量的 stress 进程在启动时初始化失败,进而导致用户 CPU 使用率的升高。

分析出问题来源,下一步是不是就要开始优化了呢?当然不是!既然只是猜测,那就需要 再确认一下,这个猜测到底对不对,是不是真的有大量的 stress 进程。该用什么工具或指标呢?

我们前面已经用了 top、pidstat、pstree 等工具,没有发现大量的 stress 进程。那么, 还有什么其他的工具可以用吗?

还记得上一期提到的 perf 吗?它可以用来分析 CPU 性能事件,用在这里就很合适。依旧在第一个终端中运行 perf record -g 命令 ,并等待一会儿(比如 15 秒)后按 Ctrl+C 退出。然后再运行 perf report 查看报告:

[root@doit ~]# perf record -g
^C[ perf record: Woken up 13 times to write data ]
[ perf record: Captured and wrote 3.548 MB perf.data (25041 samples) ][root@doit ~]# perf report

  你看,stress 占了所有 CPU 时钟事件的 77%,而 stress 调用调用栈中比例最高的,是随机数生成函数 random(),看来它的确就是 CPU 使用率升高的元凶了。随后的优化就很简单了,只要修复权限问题,并减少或删除 stress 的调用,就可以减轻系统的 CPU 压力。

  当然,实际生产环境中的问题一般都要比这个案例复杂,在你找到触发瓶颈的命令行后, 却可能发现,这个外部命令的调用过程是应用核心逻辑的一部分,并不能轻易减少或者删除。这时,你就得继续排查,为什么被调用的命令,会导致 CPU 使用率升高或 I/O 升高等问题。这些复杂场景的案例,我会在后面的综合实战里详细分析。最后,在案例结束时,不要忘了清理环境,执行下面的 Docker 命令,停止案例中用到的Nginx 进程:

docker rm -f nginx phpfpm

execsnoop

在这个案例中,我们使用了 top、pidstat、pstree 等工具分析了系统 CPU 使用率高的问题,并发现 CPU 升高是短时进程 stress 导致的,但是整个分析过程还是比较复杂的。对于这类问题,有没有更好的方法监控呢?

execsnoop 就是一个专为短时进程设计的工具。它通过 ftrace 实时监控进程的 exec() 行为,并输出短时进程的基本信息,包括进程 PID、父进程 PID、命令行参数以及执行的结果。

比如,用 execsnoop 监控上述案例,就可以直接得到 stress 进程的父进程 PID 以及它的命令行参数,并可以发现大量的 stress 进程在不停启动:

git clone --depth 1 https://github.com/brendangregg/perf-tools
[root@doit perf-tools]# ./execsnoop

execsnoop 所用的 ftrace 是一种常用的动态追踪技术,一般用于分析 Linux 内核的运行时行为,后面课程我也会详细介绍并带你使用。

小结

碰到常规问题无法解释的 CPU 使用率情况时,首先要想到有可能是短时应用导致的问题, 比如有可能是下面这两种情况。

  第一,应用里直接调用了其他二进制程序,这些程序通常运行时间比较短,通过 top 等工具也不容易发现。

  第二,应用本身在不停地崩溃重启,而启动过程的资源初始化,很可能会占用相当多的CPU。

  对于这类进程,我们可以用 pstree 或者 execsnoop 找到它们的父进程,再从父进程所在的应用入手,排查问题的根源。

perf record -ag — sleep 2;perf report

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