shuofang 发表于 2019-7-22 11:26:36

如何流转给选定的一个或多个人?

想实现像发电子邮件一样,可以同时发给一个或多个收件人,思路是怎样的?
以下是我现在的方式,但有些问题,可否指点以下?
表单:
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/0e1e95a5-1cb6-4ab7-9930-19c3b9a140c0/download/stream
流程:
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/dfe93841-b391-4342-bc63-4f41270e93db/download/stream
流程中的每个人工活动通过“流程数据”中选择的人员来进行匹配。
上面的流程存在一个问题,如果“领导审阅名单”中只选择“董事长审阅”,其他人员不选,没有指定人员的活动就流转到了拟稿人:
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/0c5481ea-5b81-4f14-a9d8-4dc7c9e11c53/download/stream
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/db2e127d-157f-4789-95c4-42153fe9188b/download/stream

OA提问 发表于 2019-7-24 17:51:08

您好,我也碰到了类似问题,但是如图,我的问题在于如果交接人4、5没有填写具体某一个人,如果让它不会发表单给拟稿人,而是自动通过?路由条件默认都是return true;该如何修改?http://www.o2server.io:20020/x_file_assemble_control/jaxrs/file/f440f137-491a-48b9-88d7-3f6e7d484713/download/stream

有点脾气的水滴 发表于 2019-7-23 09:33:31

嗯,普通节点,设置多人!就一个收件人A,不存在B,C。收件人A设置成多人!

shuofang 发表于 2019-7-23 14:34:04

问题已解决,非常感谢!
顺便咨询一下,处理方式中的串行、抢办的使用场景是什么?

shuofang 发表于 2019-7-22 17:23:53

http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/4819764b-4f8a-446d-9dd4-5b2aa59ab12b/download/stream
你是说这样吗?还是说“并行”在其他地方设置?
如果这样,拟稿人流转时会有多个选项,不能一次性发给多个人

有点脾气的水滴 发表于 2019-7-24 09:42:17

串行:有处理顺序,必须A处理了B处理,B处理了C处理。
抢办:只要一个人处理了,其他人的待办也将不存在!

有点脾气的水滴 发表于 2019-7-22 16:43:16

也可以使用普通的活动节点 ,,但是选择处理方式选择并行http://bbs.o2oa.net/data:image/png;base64,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

有点脾气的水滴 发表于 2019-7-22 16:42:09

如果你用这种方式 可以在路由的条件返回false
http://bbs.o2oa.net/data:image/png;base64,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
这样对应的路由就是无效的

论坛管理员 发表于 2019-8-2 11:03:00

如果没有选择对象,那么personfield 将是{}这样的对象,你可以判断长度是否为0 或者判断转换字符串是否为{}进行判断,如果满足条件返回false
if(this.data.personfield.length==0){
   return false
}else{
    return true
}
页: [1]
查看完整版本: 如何流转给选定的一个或多个人?