默认设置
http://bbs.o2oa.net/data:image/png;base64,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 关于流程里的脚本写法的API我们正在完善中,先针对您的问题进行回复。默认值写在默认脚本中
姓名:return this.workContext.getWork().creatorPerson;
部门:return this.workContext.getWork().creatorUnit;
例:http://www.o2server.io:20020/x_file_assemble_control/jaxrs/file/37532917-a6fe-4c9b-82f2-cfbcee1805da/download/stream
请假天数:请假天数的计算就是纯js写法,这里我们可以写在开始时间和结束时间控件的onchange事件中
例:http://www.o2server.io:20020/x_file_assemble_control/jaxrs/file/a445bc08-caf8-4a0e-a76d-d373afe8f7ce/download/stream
示例代码如下:
function sjc(faultDate,completeTime){
var stime = Date.parse(new Date(faultDate));
var etime = Date.parse(new Date(completeTime));
var usedTime = etime - stime;//两个时间戳相差的毫秒数
var days=Math.floor(usedTime/(24*3600*1000)); //计算出小时数
var leave1=usedTime%(24*3600*1000);//计算天数后剩余的毫秒数
var hours=Math.floor(leave1/(3600*1000)); //计算相差分钟数
var leave2=leave1%(3600*1000); //计算小时数后剩余的毫秒数
var minutes=Math.floor(leave2/(60*1000));
var time = days + "天"+hours+"时"+minutes+"分";
return time;
}
var bd = this.form.get("beginDate").getData();//获取开始时间
var ed = this.form.get("endDate").getData();//获取结束时间
this.form.get("qjts").setData(sjc(bd,ed));//给请假天数赋值
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