brightman55 发表于 2014-5-27 16:58:42

ci中数据的事物

我使用的是文档中的手动配置事务,但我发现即使包含在事务里的更新语句失败了,事务也没有回滚?

一叶扁舟 发表于 2014-5-27 20:55:22

是InnoDB类型吗?

方木木 发表于 2015-4-2 14:10:49

今天我也遇到了这个问题

方木木 发表于 2015-4-2 14:21:55

我发现,ci手动运行事物,好像不支持多层嵌套(一个事物中包含另一个事物)。会导致其中一个事物回滚,另一个事物提交的情况。data:image/png;base64,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

Closer 发表于 2015-4-2 14:25:38

方木木 发表于 2015-4-2 14:21
我发现,ci手动运行事物,好像不支持多层嵌套(一个事物中包含另一个事物)。会导致其中一个事物回滚,另一 ...

一般不這麼做吧...
都包在同一個就好了啊

方木木 发表于 2015-4-2 15:38:17

但也有这样的业务需求。例如从账户扣钱是一个事物。花钱买东西(包含扣钱这个事物)也要是个事物

方木木 发表于 2015-4-2 15:44:20

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最终这样解决。为了重复利用花钱事物
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查看完整版本: ci中数据的事物