参考:http://www.cnblogs.com/geqinggao/archive/2013/01/21/2869644.html
一、nbtstat命令
显示基于 TCP/IP 的 NetBIOS (NetBT) 协议统计资料、本地计算机和远程计算机的 NetBIOS 名称表和 NetBIOS 名称缓存。Nbtstat 可以刷新 NetBIOS 名称缓存和使用 Windows Internet 名称服务 (WINS) 注册的名称。使用不带参数的 nbtstat 显示帮助。
百科详情:http://baike.baidu.com/link?url=irHv_hhUAktsb71Notle85v7UtvUCi6Rcdb79dP8yQv_rrMR62m5_x1Vhg8FKuwr
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" 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二、实现效果
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" alt="" />
三、winform实现
引用:
using System.Net;
using System.Net.Sockets;
using System.Text.RegularExpressions;
/// <summary>
/// 默认加载
/// </summary>
/// <param name="sender"></param>
/// <param name="e"></param>
private void Form1_Load(object sender, EventArgs e)
{
txtIP.Text = "192.168.1.101"; //ip地址输入框
} /// <summary>
/// 验证IP地址
/// </summary>
/// <param name="ipAddress"></param>
/// <returns></returns>
public static bool IsIPAddress(string ip)
{ if (string.IsNullOrEmpty(ip) || ip.Length < || ip.Length > ) return false; string regformat = @"^(\d{1,2}|1\d\d|2[0-4]\d|25[0-5])\.(\d{1,2}|1\d\d|2[0-4]\d|25[0-5])\.(\d{1,2}|1\d\d|2[0-4]\d|25[0-5])\.(\d{1,2}|1\d\d|2[0-4]\d|25[0-5])$"; Regex regex = new Regex(regformat, RegexOptions.IgnoreCase); return regex.IsMatch(ip); } private void btnNbtstat_Click(object sender, EventArgs e)
{
txtInfo.Text = ""; //文本信息显示框
string ipStr = txtIP.Text;
if (string.IsNullOrWhiteSpace(ipStr))
{
MessageBox.Show("IP不能为空!");
}
if (!IsIPAddress(ipStr))
{
MessageBox.Show("IP格式不正确!");
return;
} byte[] bs = new byte[] { 0x0, 0x00, 0x0, 0x10, 0x0, 0x1, 0x0, 0x0, 0x0, 0x0, 0x0, 0x0, 0x20, 0x43, 0x4b, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x41, 0x0, 0x0, 0x21, 0x0, 0x1 };
byte[] Buf = new byte[];
byte[,] recv = new byte[, ];
string str = "", strHost = "", Group = "", User = "", strMac = "";
int receive, macline = , usernum = ;
string[] domainuser = new string[];
domainuser[] = "";
domainuser[] = ""; try
{
IPEndPoint senderTest = new IPEndPoint(IPAddress.Any, );
EndPoint Remote = (EndPoint)senderTest; IPEndPoint ipep = new IPEndPoint(IPAddress.Parse(ipStr), ); Socket server = new Socket(AddressFamily.InterNetwork, SocketType.Dgram, ProtocolType.Udp); server.SetSocketOption(SocketOptionLevel.Socket, SocketOptionName.ReceiveTimeout, );
server.SendTo(bs, bs.Length, SocketFlags.None, ipep);
receive = server.ReceiveFrom(Buf, ref Remote);
server.Close(); if (receive > )
{
recv = new byte[, (receive - ) % ]; for (int k = ; k < (receive - ) % ; k++)
{
for (int j = ; j < ; j++)
{
recv[j, k] = Buf[ + * k + j];
}
} for (int k = ; k < (receive - ) % ; k++)
{
str = "";
if (System.Convert.ToString(recv[, k], ) == "" && (System.Convert.ToString(recv[, k], ) == "" || System.Convert.ToString(recv[, k], ) == ""))
{
for (int j = ; j < ; j++)
{
str += System.Convert.ToChar(recv[j, k]).ToString();
}
strHost = str.Trim();
} if (System.Convert.ToString(recv[, k], ) == "" && (System.Convert.ToString(recv[, k], ) == "" || System.Convert.ToString(recv[, k], ).ToUpper() == "C4"))
{
for (int j = ; j < ; j++)
{
str += System.Convert.ToChar(recv[j, k]).ToString();
}
Group = str.Trim();
} if (System.Convert.ToString(recv[, k], ) == "" && (System.Convert.ToString(recv[, k], ) == "" || System.Convert.ToString(recv[, k], ) == ""))
{
for (int j = ; j < ; j++)
{
str += System.Convert.ToChar(recv[j, k]).ToString();
}
domainuser[usernum] = str.Trim();
usernum++;
} if (System.Convert.ToString(recv[, k], ) == "" && System.Convert.ToString(recv[, k], ) == "" && System.Convert.ToString(recv[, k], ) == "")
{
macline = k; for (int i = ; i < ; i++)
{
if (i < )
{
strMac += System.Convert.ToString(recv[i, macline], ).PadLeft(, '').ToUpper() + ":";
}
if (i == )
{
strMac += System.Convert.ToString(recv[i, macline], ).PadLeft(, '').ToUpper();
}
}
k = (receive - ) % ;
}
}
User = domainuser[];
if (string.IsNullOrEmpty(domainuser[])) { User = domainuser[]; } txtInfo.Text = "主机:" + strHost + Environment.NewLine + "用户组:" + Group + Environment.NewLine + "用户:" + User + Environment.NewLine + "MAC地址:" + strMac; }
}
catch (SocketException ex)
{
Console.WriteLine(ex.Message);
}
}
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