建立了一个办公用品申请流程,对应建立了一个数据表,如何调用数据表中的数据
新建了一个办公用品申请流程,想在流程中取的当月本部门已结束的次条流程的累计申请金额,从而判断流程走向。目前我是新建了一个数据表,并对应建立了QueryTableService脚本,想请教两个问题:
1. 如何在流程结束时保存流程数据到数据表。
2. 如何在流程的分支判断处调取符合条件的记录并统计其中金额字段的合计值。 1.https://www.yuque.com/o2oa/course/mz64w9
调用save方法即可
http://bbs.o2oa.net/data:image/png;base64,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
2.不明白您的意思 谢谢,
第二个问题是这样,我是想在流程中根据当,本部门办公用品流程的累计申请金额,决定走哪个分支,所以想调取数据表里存储的历史记录,不知道在流程分支处应该怎么调用才能获得数据表的记录 建议相对简单的方法,前端计算好数据。
然后使用选择活动,进行数据判断,走不同分支!
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