秋天的风 发表于 2021-4-12 13:19:50

入库单的批量导入

入库数据需要从别的系统中生产excel导入,设计批量导入入库单模板,入库单号设置为自动生成,导入的时候导入值为空,无法导入,这样情况怎么解决。
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小花儿0000 发表于 2021-4-13 16:26:42

你是说,用excel进行批量导入的时候,入库单号值为空吗?

Prex 发表于 2021-4-13 16:57:41

你把入库单号,自动编号配置中,保存时表单时才产生,这个勾去掉,单号还是用原系统的入库单号,这样到时你导入更新入库单明细的时候也方便些呀!


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查看完整版本: 入库单的批量导入