itech 发表于 2023-6-2 11:31:12

MGR clone

日志这里的 【user data】 , 是clone 之前要把全部数据清除吗? 存量数据是否清除了不太清楚我这边看到的是把之前的binlog清除了,,从binlog.000001重新开始。这个remove all user data 如何解释
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

yejr 发表于 2023-6-2 12:42:20

, 是clone 之前要把全部数据清除吗? 存量数据是否清除了不太清楚我这边看到的是把之前的binlog清除了,,从binlog.000001重新开始
===
是的,会把当前实例数据全部抹掉,从源端复制完整一份数据过来。

itech 发表于 2023-6-2 13:47:36

本帖最后由 itech 于 2023-6-2 13:49 编辑

yejr 发表于 2023-6-2 12:42
, 是clone 之前要把全部数据清除吗? 存量数据是否清除了不太清楚我这边看到的是把之前的binlog清除了,, ...
异常退出的节点重新加回,但是数据落后很多了, donor 清理了旧的binlog,加入MGR后 clone 也会把原来的数据清除再重新clone全量数据么? 如果是这样感觉不太好啊,相当于新节点加入并使用全量数据重新恢复?

yejr 发表于 2023-6-2 13:49:43

itech 发表于 2023-6-2 13:47
异常退出的节点重新加回,但是数据落后很多了, donor 清理了旧的binlog,加入MGR后 clone 也会把原来的 ...

donor节点是随机选定的,不能自己指定。
只要该节点可以提供增量数据,就不需要全量clone。

itech 发表于 2023-6-2 13:51:18

本帖最后由 itech 于 2023-6-2 13:56 编辑

yejr 发表于 2023-6-2 13:49
donor节点是随机选定的,不能自己指定。
只要该节点可以提供增量数据,就不需要全量clone。 ...
谢谢

yejr 发表于 2023-6-2 13:56:55

itech 发表于 2023-6-2 13:51
所有的节点 增量数据的binlog都被清除了一部分了呢? 只能把数据补齐或者全量备份恢复? 或者clone 清理数 ...

可以参考文档 https://gitee.com/GreatSQL/GreatSQL-Doc/blob/master/deep-dive-mgr/deep-dive-mgr-13.md 并做测试验证下
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查看完整版本: MGR clone