13003818872 发表于 2026-1-12 14:37:43

多表数据有关联的情况下如何导入数据?(如合同+付款)

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
第一步:先导入 “源头表”(如《支出合同》)。以哪个字段在第一个的为准,这里标红框的是合同名称,那么确保每个合同都有唯一的“合同名称”。
第二步:再导入 “关联表”(如《付款登记》)。
在填写《付款登记》的 Excel 时,“关联合同”这一列必须填写与《支出合同》中完全一致的“合同名称”。
系统是靠这个名称把两张表的数据连在一起的。


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查看完整版本: 多表数据有关联的情况下如何导入数据?(如合同+付款)