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CCNA实验手册 07——DHCP

更新时间:2018年11月21日   作者:spoto

07-DHCP - 需求

实验目的

  • 掌握Trunk的配置
  • 掌握VTP基本操作
  • 理解VTP角色之间的区别

拓扑与需求

拓扑:
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NlEkGdKgeXzLe0lZnkEQSIRAxQR/vR+wn/wT9/Zq/4J2/CA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%0AigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=" style="box-sizing: border-box; border: 0px; max-width: 100%;" />

需求:

1. MSW1和SW2之间的线路需配置为Trunk,采用Dot1q封装协议
2. MSW1和SW2上创建VLAN 10、20,MSW1 配置SVI 10的IP为192.168.10.254,SVI 20的IP为192.168.20.254,作为PC1和PC2的网关,SW2将接口E0/1划分到VLAN 10,E0/2划分到VLAN 20
3. 在MSW1上配置两个DHCP地址池,地址池名Produce,分发地址范围192.168.10.0/24,网关为192.168.10.254,DNS地址为114.114.114.114,要求下发IP地址时不允许下发192.168.10.254;地址池名Office,分发地址范围192.168.20.0/24,网关为192.168.20.254,DNS地址为114.114.114.114,要求下发IP地址时不允许下发192.168.20.254

07-DHCP - 答案


配置与实现

 

 
1. MSW1和SW2之间的线路需配置为Trunk,采用Dot1q封装协议

MSW1

MSW1(config)#interface ethernet 0/0
MSW1(config-if)#switchport trunk encapsulation dot1q 
MSW1(config-if)#switchport mode trunk 

SW2

SW2(config)#interface ethernet 0/0
SW2(config-if)#switchport trunk encapsulation dot1q 
SW2(config-if)#switchport mode trunk 

 

 
2. MSW1和SW2上创建VLAN 10、20,MSW1 配置SVI 10的IP为192.168.10.254,SVI 20的IP为192.168.20.254,作为PC1和PC2的网关,SW2将接口E0/1划分到VLAN 10,E0/2划分到VLAN 20

MSW1

MSW1(config)#vlan 10,20
MSW1(config-vlan)#interface vlan 10
MSW1(config-if)#ip address 192.168.10.254 255.255.255.0
MSW1(config-if)#no shutdown 
MSW1(config-if)#interface vlan 20
MSW1(config-if)#ip address 192.168.20.254 255.255.255.0
MSW1(config-if)#no shutdown 

SW2

SW2(config)#interface ethernet 0/1
SW2(config-if)#switchport mode access 
SW2(config-if)#switchport access vlan 10
% Access VLAN does not exist. Creating vlan 10
SW2(config-if)#interface ethernet 0/2
SW2(config-if)#switchport mode access 
SW2(config-if)#switchport access vlan 20
% Access VLAN does not exist. Creating vlan 20

 

 
3. 在MSW1上配置两个DHCP地址池,地址池名Produce,分发地址范围192.168.10.0/24,网关为192.168.10.254,DNS地址为114.114.114.114,要求下发IP地址时不允许下发192.168.10.254;地址池名Office,分发地址范围192.168.20.0/24,网关为192.168.20.254,DNS地址为114.114.114.114,要求下发IP地址时不允许下发192.168.20.254

MSW1

创建DHCP地址池

MSW1(config)#ip dhcp pool Produce
MSW1(dhcp-config)#network 192.168.10.0 /24
MSW1(dhcp-config)#default-router 192.168.10.254
MSW1(dhcp-config)#dns-server 114.114.114.114
MSW1(config)#ip dhcp pool Office
MSW1(dhcp-config)#network 192.168.20.0 /24                     
MSW1(dhcp-config)#default-router 192.168.20.254
MSW1(dhcp-config)#dns-server 114.114.114.114

移除不下发IP地址

MSW1(config)#ip dhcp excluded-address 192.168.10.254
MSW1(config)#ip dhcp excluded-address 192.168.20.254

PC1、PC2使用DHCP获取IP

PC1

PC1(config)#interface ethernet 0/1
PC1(config-if)#ip address dhcp
PC1(config-if)#no shutdown 

PC2

PC2(config)#interface ethernet 0/2
PC2(config-if)#ip address dhcp
PC2(config-if)#no shutdown 










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