还是待阅人的问题
场景是这样的,科长传阅节点-譬如当前节点是科长传阅(并行节点,多个科长),表单上有个选人控件org_1,科长可以用org_1选择本科室人员传阅。科室人员传阅不影响主流程。
如果科长1,提交的时候选了A,B进行传阅。
科长2,提交的时候选择了C,D进行传阅。
科长三,提交的时候选择了E,F进行传阅。
然后并行节点结束,进行到下一个处长传阅节点。我在处长传阅节点配置待阅人的“流程数据”为org_1。
这时只会对E,F进行传阅,之前科长1,科长2选择的会被覆盖。
我的想法是在科长1提交的时候就把传阅人设置上,否则科长2进入就会改动org_1的内容。
请问这种情况怎么解决? 建议使用同一个活动的并行,A用户操作后的数据,B用户可以看到,他可以选择添加,http://bbs.o2oa.net/data:image/png;base64,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
如果使用流程的并行,建议可以使用区段,但是区段得到后的数据要处理,这个需要一定的代码能力,有一定的代码量!
页:
[1]