flume采集报错
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alt="" />
解决方法:
需要修改JVM内存:
vi bin/flume-ng
JAVA_OPTS="-Xmx2048m
修改flume配置文件中的参数:
agent1.channels.ch1.keep-alive = 30 #这个一般需要添加上,默认是3秒,可以调成30秒,实例是建议,不是优化方案
agent1.channels.ch1.capacity = 100000
agent1.channels.ch1.transactionCapacity = 100000
注意:transactionCapacity必须得小于等于capacity