求助:多选框使用问题
我的需求这样的:1、产品录入到基础信息表,然后根据勾选的分发渠道把该条产品数据自动插入到相应的数据表中去。
2、取消勾选删掉渠道表中对应的产品数据。
遇到的问题:尝试过填表公式中的表单保存后,值变化,业务公式中的保存表单后事件,都没达到想要的结果。
请各路大神帮忙看看怎么实现,谢谢!
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 本帖最后由 Lato_Howard 于 2020-8-27 11:47 编辑
根据您的提问和回复,给您做了一个相似的模板,您可参考一下:
此例子利用业务公式,即可达到您想要的效果哦:
以下建议您使用是否数据类,实现效果会更佳:
①基本信息表中,在业务公式-->保存后事件,选择分发渠道A 注意:这个唯一编号是在分发渠道A表中增加的一个数据项,用于放入基本信息表的主键(商品编号),在后面会提及哦
②选择更新时:依然是新建表单
③新加一个情况2,选择删除
④这个地方的唯一编号,是一个辅助项,用于放入基本信息表,用于匹配是哪一个基本信息的
效果演示:
①新建一个表单,勾选分发渠道A,保存
②此时,分发渠道A多了一个表单,这个表单的内容是基本信息表传过来的。
③回到基础信息表,把勾选取消,保存
④此时,我们看到分发渠道A这个表单被删除了
分发渠道B与分发渠道A的做法是一样的,可以参考以上即可。
另:如果不想点保存按钮就能达到效果,可以在填表公式中,值变化公式,选择的分发渠道数据项,增加一个"保存"公式。
可看以上进行参考
如果还是无法解决该问题,可以站内联系我给您进行远程的查看和设置哦 Lato_Howard 发表于 2020-7-28 10:35
可看以上进行参考
如果还是无法解决该问题,可以站内联系我给您进行远程的查看和设置哦 ...
谢谢,我通过这个方法基本实现了想要的功能 您的支持是我们的动力,欢迎常来论坛发帖提问和学习{:3_52:}
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