实现效果:日期控件,选择日期,自动计算相差天数,如下图
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" alt="" />

{xtype : 'datetimefield',format : 'Y-m-d H:i:s',// 日期格式化fieldLabel : '数据完工日期', // 标签id : 'sjwgrq',name : 'sjwgrq', // name:后台根据此name属性取值emptyText : '请选择日期',allowBlank : false,anchor : '99%',// 宽度百分比listeners : {"select" : function() {var e = Ext.util.Format.date(Ext.getCmp('sjwgrq')'Y-m-d');// 格式化日期控件值var s = Ext.util.Format.date(Ext.getCmp('sjwgsx')'Y-m-d');// 格式化日期控件值var end = new Date(e);var start = new Date(s);// 数据进度偏差=数据完工时限减去数据完工日期// 1天=86400000毫秒;除以(86400000*30)计算间隔月数var sjjdpc = Math.round((start.getTime() - end.getTime()) / (86400000)); // 计算间隔天数Ext.getCmp('sjjdpc').setValue(sjjdpc);// Ext.Msg.alert('提示',sjjdpc);// totalsc总时长=数据完工日期-发起日期结果为空则空否则为相减后的值var strTime = Ext.getCmp('fqrq').getValue();// 字符串类型日期var fqrq = new Date(Date.parse(strTime.replace(/-/g,"/"))); // 转换成Date类型;var totalsc = Math.round((end.getTime() - fqrq.getTime()) / (86400000)); // 计算间隔天数Ext.getCmp('totalsc').setValue(totalsc);}}
}

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