123 发表于 2021-3-23 09:24:14

请教时间不给赋值,是什么原因

哪位高后指导一下,当新增一条记录,数据被写入后,时间不给赋值,是怎么回事,数据是其它数据表用业务公式写进来的。
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

小花儿0000 发表于 2021-3-23 09:29:26

赋值不了,有可能是数据类型不匹配的问题。

有没有什么报错。截图看看。

你试下把赋值不了的那个数据项改成文本类型试试

小花儿0000 发表于 2021-3-23 10:16:32

解决了?

小花儿0000 发表于 2021-3-23 10:19:22

你可以试试加一个文本类型的辅助项A,然后把值加到这个辅助项A看看,我估计就是类型问题
页: [1]
查看完整版本: 请教时间不给赋值,是什么原因