JMeter性能测试测试干货内容,不是最好但是很全!
一、前言1、负载:模拟业务操作对服务器造成压力的过程,比如模拟100个用户进行发帖
在一定软硬件环境下,通过不断加大负载(不同虚拟用户量)来确定在满足性能指标情况下能够承受的最大用户数
简单说,可以帮我们对系统进行定容 定量,找出系统性能的拐点,给予生产环境规划建议。这里的性能指标包括TPS (每秒事务数)、RT(事务平均响应时间)、CPU Using(CPU利用率)、Mem Using(内存使用情况)等软硬件指标
从操作层面来说,负载测试也是一种性 能测试手段,比如下面的配置测试就需要变换不同的负载来进行测试
2、压力、强度测试:
在一定软硬件环境下,通过高负载的手段来使服务器资源(强调服务器资源, 硬件资源)处于极限状态,测试系统在极限状态下长时间运行是否稳定,确定是 否稳定的指标包括TPS、RT、CPU Using、Mem Using等
二、负载、压力、可靠性(非常重要)
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
三、压力测试实战
1、线程组设置,这里的线程数与同步定时器的用户数量一样
2、添加HTTP cookie管理器
3、默认请求值
4、添加一个事务控制器,可以当作一个业务
5、在事务控制器下添加,同步定时器
设置用户数量,这里与线程组的线程数一样,超时时间可设置
6、添加脚本(http请求)
7、添加查看结果树
8、添加jp@gc - PerfMon Metrics Collector进行监控CPU、Memory、Disks I/O、Network I/O等。添加处:添加->监听器
9、在最后添加一个聚合报告,添加处:添加->监听器
四、负载测试实战
1、线程组的设置50个用户(持续时间:按秒计算,这里300=60*5,意思就是运行时长为5分钟)
2、添加HTTP cookie管理器
3、默认请求值
4、添加一个事务控制器,可以当作一个业务
5、在事务控制器下添加,高斯随机定时器
总的延时 = 固定延迟时间 + 高斯随机生成的偏差值(说明:单位都是毫秒,固定延迟300ms,偏差100ms,意思是时间延迟300-400ms之间)
6、添加脚本(http请求)
7、添加jp@gc - PerfMon Metrics Collector进行监控CPU、Memory、Disks I/O、Network I/O等。添加处:添加->监听器
8、在最后添加一个聚合报告,添加处:添加->监听器
五、资源监控
聚合报告、jmeter监控服务器资源
1、Windows自带的资源监工具
5个主要指标:
1.CPU使用率
2.队列长度
3.可用内度
4.硬盘读写时间
5.网络带宽
2、Jmeter里面的第三方监理插件
Perfmon插件
3、Linux资源监控
1.CPU:top (在命令行输入)
或
more /proc/cpuinfo
2.内存:
free -m
vmstat 刷新频率
例如:
vmstat 15
(说明:15秒刷新频率)
3.硬盘大小:
df -m
fdisk -l
注意:
1.Error错误率
2.看CPU、内存
3.看聚合报告里面的请求时间
页:
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