C# 使用winForm的TreeView显示中国城镇四级联动

直接上代码吧，这里 MySql.Data.MySqlClient;需要到mysql官网下载mysql-connector-net-6.9.8-noinstall.zip   访问密码 6073

 using System;
 using System.Collections.Generic;
 using System.Linq;
 using System.Text;
 using System.Threading.Tasks;
 using MySql.Data.MySqlClient;
 using System.Data;
 namespace ChinaRegionTreeView
 {　　//连接数据库的类
     class ConnectDB
     {　　　　
         private static String mysqlcon = "database=chinaregiondb;Password=1111;User ID=root;server=localhost";
         private  MySqlConnection mysqlCon;
         private DataSet ds;
         MySqlDataAdapter mysqlAdapter = new MySqlDataAdapter();

         public DataSet Connect()
         {
             string sqlStr = "select * from chinaregiondb.tb_prov_city_area_street";
             mysqlAdapter = new MySqlDataAdapter(sqlStr, mysqlcon);
             ds = new DataSet();
             mysqlAdapter.Fill(ds);
             return ds;
         }
     }
 }

 public void TreeViewBind(DataTable dt,TreeNode parentNode,string parentID)
         {
             DataRow[] rows = dt.Select(string.Format("parentID={0}", parentID));
             foreach (DataRow row in rows)
             {
                 TreeNode node=new TreeNode(){
                     Text=row["name"].ToString()
                 };
                 TreeViewBind(dt, node, row["code"].ToString());
                 if (parentNode == null)
                 {
                     treeView1.Nodes.Add(node);
                 }
                 else
                 {
                     parentNode.Nodes.Add(node);
                 }
             }
         }

这个函数用的是递归，再用一个事件（button的click事件等）调用即可

 private void button2_Click(object sender, EventArgs e)
         {
             treeView1.Nodes.Clear();
             ConnectDB conDB = new ConnectDB();
             dataGridView1.DataSource = conDB.Connect().Tables[];
             TreeViewBind(conDB.Connect().Tables[],null,"");
         }

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" alt="" />

效果还不错吧，第一次写，吼吼,（需要这个表的sql语句的请加我QQ1448588084）

算了，附上链接地址，C# 使用winForm的TreeView显示中国城镇四级联动 里面有MySql数据库的sql脚本，自己往里面导吧，我用了40分钟，哈哈