
1、XML文件(x1.xml):
<?xml version="1.0" encoding="utf-8" ?>
<itcast>
<itcastNet>
<net0405>
<student id="cz001">
<name>张三</name>
<age>18</age>
<gender>Male</gender>
</student>
<student id="cz002">
<name>李四</name>
<age>19</age>
<gender>Female</gender>
</student>
</net0405>
<netHeiMa>
<student id="hm001">
<name>杨廉壬</name>
<age>20</age>
<gender>Male</gender>
</student>
<student id="hm002">
<name>何圣东</name>
<age>10</age>
<gender>Male</gender>
</student>
</netHeiMa>
</itcastNet>
</itcast>
2、主程序:
using System;
using System.Collections.Generic;
using System.ComponentModel;
using System.Data;
using System.Drawing;
using System.Linq;
using System.Text;
using System.Windows.Forms;
using System.Xml.Linq; namespace _04Xml遍历递归显示到TreeView上
{
public partial class Form1 : Form
{
public Form1()
{
InitializeComponent();
} private void button1_Click(object sender, EventArgs e)
{
XDocument xdoc = XDocument.Load("x1.xml");//1.加载x1.xml
XElement xeRoot = xdoc.Root;//2.获取根节点
//3.把根节点加到TreeView上。
TreeNode treeViewRoot = treeView1.Nodes.Add(xeRoot.Name.ToString());
LoadNodes(xeRoot, treeViewRoot);//4.递归加载
}
private void LoadNodes(XElement xeRoot, TreeNode treeViewRoot)
{
//把xeRoot下面的内容循环绑定到treeViewRoot下面
foreach (XElement ele in xeRoot.Elements())
{
if (ele.Elements().Count() > )
{
//把元素本身绑定上来
TreeNode node = treeViewRoot.Nodes.Add(ele.Name.ToString());
XAttribute attr = ele.Attribute("id");//如果元素还有属性的话,把属性也绑定上来。
if (attr != null)//表示有id属性
{
node.Text += "[" + attr.Name + "=" + attr.Value + "]";
}
LoadNodes(ele, node);
}
else
{
TreeNode node = treeViewRoot.Nodes.Add(ele.Value);
}
}
}
}
}
3、运行结果:
aaarticlea/png;base64,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" alt="" />