dba对网络知识一般比较薄弱,但影响巨大,如何诊断网络故障呢?
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)
诊断方向:
配置了防火墙
1.网线/网卡/交换机问题
2.UDP receive(rx) buffer sizes设置过小/UDP buffer socket溢出
3.私网性能差并且CPU使用率高,`netstat -s` 出现packet reassembly failures。
4.网络传输坏块(corruption)导致的UDP checksum errors 和/或 send (tx) / receive (rx) transmission errors
5.在通信通道中设置了不匹配的MTU的值
共有26个
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SELECT sysdate snap_time,a.inst_ID "INSTANCE", A.VALUE "GC BLOCKS LOST",
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B.VALUE "GC CUR BLOCKS SERVED",
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C.VALUE "GC CR BLOCKS SERVED",
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round(A.VALUE/(B.VALUE+C.VALUE+0.01),2) RATIO
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FROM GV$SYSSTAT A, GV$SYSSTAT B, GV$SYSSTAT C
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WHERE A.NAME='gc blocks lost' AND
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B.NAME='gc current blocks served' AND
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C.NAME='gc cr blocks served' and
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B.INST_ID=a.inst_id AND
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C.INST_ID = a.inst_id
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order by 2;
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select a.inst_id "instance", a.value "gc blocks lost",
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b.value "gc cur blocks served",
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c.value "gc cr blocks served",
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a.value/(b.value+c.value+0.01) ratio
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from gv$sysstat a, gv$sysstat b, gv$sysstat c
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where a.name='gc blocks lost' and
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b.name='gc current blocks served' and
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c.name='gc cr blocks served' and
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b.inst_id=a.inst_id and
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c.inst_id = a.inst_id ;
-
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select inst_id, event, total_waits,time_waited
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from gv$system_event
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where event in ('gc current block lost','gc cr block lost')
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order by inst_id, total_waits desc;
参考:
RAC 环境中 gc block lost 和私网通信性能问题的诊断 (Doc ID 1674865.1)
RAC 环境中 gc block lost 和私网通信性能问题的诊断 (Doc ID 1674865.1)RAC 环境中 gc block lost 和私网通信性能问题的诊断 (Doc ID 1674865.1)RAC 环境中 gc block lost 和私网通信性能问题的诊断 (Doc ID 1674865.1)RAC 环境中 gc block lost 和私网通信性能问题的诊断 (Doc ID 1674865.1)
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