明细表自动生成连续编号
请问如何在每一个订单模板的明细中,保存后生成这个联系的明细编号首选: 设置 数据接口 --自动编号
自定义参数 下面 ,增加 订单编号 , 然后在自动编号组成 界面 首选选择自定义参数,右边就可以选择 刚才手工增加的参数了。后面依次设置好,并勾选 强制编号连续。 最后 在模板数据表 中填写规范 ,设置即可。
本帖最后由 edhan 于 2021-4-5 17:35 编辑
使用带参数的自动编号接口。
编号生成后如果删除明细,编号可能不连续。
根据二楼的贴子,
没有显示单号,是因为单号设置了保存表单后生成,
把"保存表单时才产生“ 打勾取消掉即可
data:image/png;base64,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
2,如果不取消"保存表单时才产生“
可用填表公式,保存表单后事件,赋值操作,
1.以本表单明细做为数据源
2.匹配条件 :本表单.产品编号=数据源.产品编号
3.然后项目号赋值 = 数据项单号+“-”+ROW NO.
在添加一个内置“保存”公式,即可
使用自动编号中的“自定义编号”可以实现您要的功能,其实一楼已经给出正确答案了,
如果实在不知道怎么做,建议去看中铁十六局刘老师的《自动编号,保存表单后事件,新建打开表单事件,隐藏数据项》,进度拉到0:04:45从这个地方开始有你现在想要的这个功能的具体操作方法 课程链接:https://www.iyunbiao.com/edu/k/kc0205/learn#00368
页:
[1]