项目中有个datagrid需要编辑行时,用到Editor的属性,那么如何添加一个事件

问题:同一个编辑行中的某个单元格值改变时,修改其他单元格的值

页面用到的datagrid

   <table id="list" data-bind="datagrid:grid">
<thead>
<tr>
<th field="ck" checkbox="false"></th>
<th field="Uid" hidden="true"></th>
<th field="OptimisticLockField" hidden="true"></th>
<th field="ProjectId" hidden="true"></th>
<th field="ProjectCode" sortable="true" align="center" width="">检查项编号</th>
<th field="ProjectName" sortable="true" align="center" width="">检查项名称</th>
<th field="ProjectResult" sortable="true" align="center" width="" editor="{type:'numberbox',options:{required:true,min:0,precision:2}}" >检查项结果</th>
<th field="CheckState" sortable="true" align="center" width="" editor="{type:'combobox',options:{data:data.dataSource.CheckStates,required:true}}" styler="showStateColor">检查状态</th>
<th field="ReferenceValue" sortable="true" align="center" width="">参考值</th>
<th field="ProjectUnitName" sortable="true" align="center" width="">项目单位</th>
</tr>
</thead>
</table>

如上所示,我编辑行时,只要修改检查项和检查结果两个列,是检查项结果值改变,带出检查状态

js中如何实现

            //grid的单击事件
this.grid.onClickRow = function(rowIndex,rowData)
{
//单击时触发编辑行事件
$('#list').datagrid('beginEdit',rowIndex);
//获取当前修改行编辑器的数据
var editors = $('#list').datagrid('getEditors', rowIndex);
//获取行编辑器第一个对象
var editor1 = editors[0];
var editor2 = editors[1];
//console.log(rowData);
//为对象的数字框添加onChange事件
editor1.target.numberbox({
onChange:function(newValue,oldValue){
if(newValue > 0)
{
//获取检查项的最小值和最大值
var minValue = parseFloat(rowData.MinValue);
var maxValue = parseFloat(rowData.MaxValue); if(newValue > maxValue){
//设置combobox的值为偏高(2)
editor2.target.combobox('setValue',2);
}
else if(newValue < minValue){
//设置combobox的值为偏低(1)
editor2.target.combobox('setValue',1);
}
else{
//设置combobox的值正常(0)
editor2.target.combobox('setValue',0);
}
                 ////传递检查项结果data数据
                            //var dts={"ItemId": rowData.Uid,"ProjectId":rowData.ProjectId,"ProjectResult":newValue};  
                            ////请求计算结果(正常(0)、偏低(1)、偏高(2))
                            //com.ajax({
                            //    type: 'POST',
                            //    url: '/api/bpum/PumPrenatalInspect/GetProjectState/' + rowData.Uid,
                            //    data: JSON.stringify(dts),
                            //    success: function (str)
                            //    {
                            //        //设置combobox的值
                            //        editor2.target.combobox('setValue',str);
                            //    },
                            //    error: function (e) {
                            //        com.message('error', e.responseText);
                            //    }
                            //});
}
}
}); }

图片实例:

aaarticlea/png;base64,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" alt="" width="544" height="153" />

aaarticlea/png;base64,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" alt="" width="553" height="149" />

实现原理:

通过行单击事件中rowIndex获取行的编辑器对象editors,由于我们只有两个列编辑的,所以editors[0]就获取第一列检查项结果编辑的对象,

editors[1]获取检查状态的对象,由于第一个单元格是numberBox,第二个combobox,我们给numberBox绑定一个onChage()事件,判断当第一个单元格

值改变时,修改第二个单元格的值。其他类型也可以修改,改成对应类型就可以了(修改数值也可以用ajax请求后修改,但是会出现刷新问题)

参考网址:

https://www.cnblogs.com/linvan/p/6607465.html

Easyui的datagrid的行编辑器Editor中添加事件(修改某个单元格带出其他单元格的值)的更多相关文章

  1. easyui datagrid的行编辑器editor 如何实现新增时可修改,编辑时,不可修改

    项目出现一个需求,要求用户界面的用户名,新增时,可自由输入,编辑时,不可修改 html页面 <table id="gridlist" data-bind="data ...

  2. 给Jquery easyui 的datagrid 每行增加操作链接(转)

    http://www.thinkphp.cn/code/207.html 通过formatter方法给Jquery easyui 的datagrid 每行增加操作链接我们都知道Jquery的EasyU ...

  3. Android 向系统日历中添加事件

    查了一天半,总算有点大概了.以下是自己的理解,有错误的地方望指正. android系统有日历功能,应用程序可以根据一些接口开发自己的功能,即使是日历app也是根据这些接口开发的,所以我们可以利用程序向 ...

  4. EasyUI中datagrid的行编辑模式中,找到特定的Editor,并为其添加事件

    有时候在行编辑的时候,一个编辑框的值要根据其它编辑框的值进行变化,那么可以通过在开启编辑时,找到特定的Editor,为其添加事件 // 绑定事件, index为当前编辑行 var editors = ...

  5. (原创)EasyUI中datagrid的行编辑模式中,找到特定的Editor,并为其添加事件

    有时候在行编辑的时候,一个编辑框的值要根据其它编辑框的值进行变化,那么可以通过在开启编辑时,找到特定的Editor,为其添加事件 // 绑定事件, index为当前编辑行 var editors = ...

  6. easyUI的datagrid每行数据添加操作按钮的方法

    今天做项目的时候,想在easyui的datagrid每一列数据后边都加上一个操作按钮,一开始想在后台拼接字符串用JSON传回,但是我测试之后发现这个方法不管用,在网上搜索了一下,整理如下: 其实要加一 ...

  7. 给Jquery easyui 的datagrid 每行添加操作链接

    背景 我们都知道Jquery的Easy-UI的datagrid能够加入而且自己定义Toolbar,这样我们选择一行然后选择toolbar的对应button就能够对这行的数据进行操作.但实际项目里我们可 ...

  8. EasyUI之dataGrid的行内编辑

    $(function () { var datagrid; //定义全局变量datagrid var editRow = undefined; //定义全局变量:当前编辑的行 datagrid = T ...

  9. 如何管理和记录 SSIS 各个 Task 的开始执行时间和结束时间以及 Task 中添加|删除|修改的记录数

    开篇语 在这篇日志中 如何在 ETL 项目中统一管理上百个 SSIS 包的日志和包配置框架 我介绍到了包级别的日志管理框架,那么这个主要是针对包这一个层级的 Log 信息,包括包开始执行和结束时间,以 ...

随机推荐

  1. 使用JS与CSS3的翻转实现3D翻牌效果

    之前我们有讨论过使用CSS3如何实现网页水平翻转的效果,而这次我们介绍的是翻转效果更深一层的应用——3D翻牌效果. 这里我们需要使用flip中轴翻转实现,又因为是3D效果,如果希望呈现一定的3D视角, ...

  2. Appium-desktop的下载&安装

    下载地址: http://appium.io/ 选择版本 双击安装

  3. Pandas中关于accessor的骚操作

    来自:Python那些事 pandas中accessor功能很强大,可以将它理解为一种属性接口,通过它获得额外的方法. 下面用代码和实例理解一下: import pandas as pd pd.Ser ...

  4. hive表的存储路径查找以及表的大小

    1.在hive中知道一个表的存储路径可以通过hive命令   desc formatted table_name 显示表的详细信息; 2.然后找到该表的存储路径 "Location:    ...

  5. jQuery 的 prevObject

    1. prevObject jquery选择器在遍历的过程中都会找到一组元素(一个jQuery对象),然后jQuery会把这组元素推入到栈中.prevObject属性就指向这个对象栈中的前一个对象,而 ...

  6. hybrid cordova+vue开发APP(一) 环境搭建

    没有选择react-navite,而选择cordova+vue2.x,是因为react-navite有学习成本,并且cordova+vue2.x程序员 可以直接上手,性能上可以满足需求,成本低,开发速 ...

  7. jquery将表单序列化json对象

    $.fn.serializeObject = function () { var obj = {}; var count = 0; $.each(this.serializeArray(), func ...

  8. Codeforces 1062 E - Company

    E - Company 思路: 首先,求出每个点的dfs序 然后求一些点的公共lca, 就是求lca(u, v), 其中u是dfs序最大的点, v是dfs序最小的大点 证明: 假设o是这些点的公共lc ...

  9. ZOJ 3965 Binary Tree Restoring

    Binary Tree Restoring 思路: 递归 比较a序列和b序列中表示同一个子树的一段区间,不断递归 代码: #include<bits/stdc++.h> using nam ...

  10. 自动化部署之jenkins及简介

    一.什么是持续集成? (1)Continuous integration(CI) 持续集成是一种软件开发实践,即团队开发成员经常集成他们的工作,通常每个成员至少集成一次,也就意味着每天可能会发生多次集 ...