MongoDB学习笔记~Mongo集群和副本集
回到目录一些概念
对于Mongo在数据容灾上,推荐的模式是使用副本集模式,它有一个对外的主服务器Primary,还有N个副本服务器Secondary(N>=1,当N=1时,需要有一台仲裁服务器Arbiter,当N>1时不需要Arbiter),它们之前是通过内部机制实现同步的,并且当Primary挂了后,它会通过内部的心跳机制,选举别一台Secondary成为一个Primary,与外界(Route)进行通讯。
工业标准
在标准上,我们的副本集推荐使用奇数个服务器(3,5,7,9),但经过我的测试,只要大于两台服务器都是可以的,对于route server和config server我们都开3台server,这样在它们其中一台挂了后,可以从其它两台进行路由指向,而配置信息的使用并不多,只是在路由机启动时才去从配置机拿信息的。
副本集Replica Set
Replica Set使用的是n个mongod节点,构建具备自动的容错功能(auto-failover),自动恢复的(auto-recovery)的高可用方案。也可以使用Replica Set来实现读写分离,通过在连接时指定或者在主库指定slaveOk,由Secondary来分担读的压力,Primary只承担写操作,对于Replica Set中的secondary 节点默认是不可读的,我们可以通过配置来实现它的读写功能(state:1可以读写,state:2不能读写),如果不希望secondary永远不成为primary,可以使用Priority:0,即它的优先级为0,这时它永远不会成为主节点。
secondary的读写配置:state:1可以读写,state:2不能读写
secondary的仲裁配置:arbiterOnly:true
secondary的优先级配置(成为primary的可能性):Priority:3,数字越大,优先级越高
secondary不让它投票:votes:0;
自己也来设计个集群
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
上面的图只是一个集群的逻辑架构图,而真正到物理架构还是不一样的(即每台服务器的部署及服务器与间的关系),对于两个片的集群来说,物理架构上可能需要4台服务器,2台用到replica set的primary,负责对外读和写及存储s和c(s指路由服务,c指配置服务),2台用于replica set的secondary和Arbiter(仲裁),并把它们交差部署即可,类似这样
http://www.iyunv.com/lori/p/data:image/png;base64,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
其实上面的架构图只是一个说明,具体还要大家去实际自己去配置,去操作,只有真正操作过了,才能有权力说话!呵呵!
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