1.在A服务器上运行qperf  &作为服务器节点,由其他服务器来连接测试,默认监听tcp的19765端口。
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" alt="" />
 2. 在B服务器上运行 qperf  X.X.X.X(A服务器的ip地址)  tcp_bw  tcp_lat  conf
       tcp_bw:B与A节点建立tcp连接能够跑的带宽
      tcp_lat:  B与A节点的延时。
      conf:显示双方的配置,包括cpu型号及系统版本。见下图
[root@cdhs01 hadoop-hdfs]# qperf  10.199.77.33 tcp_bw  tcp_lat  conf

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" alt="" />

显示A与B节点建立一个tcp的连接中间带宽,在B节点能跑到118M/sec,延迟为49.8us
3.我们可以透过改变消息的大小(msg_size),比如从1个字节到64K,每次倍增的方式,来观察带宽和延迟的
[root@cdhs01 hadoop-hdfs]# qperf 10.199.77.33 -oo msg_size:1:64k:*2 tcp_bw

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" alt="" />

发现tcp的包越大延迟越高,这些临界点对我们的服务器编程时候对性能的估计和预期非常有帮助

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