zoukankan      html  css  js  c++  java
  • H3C 5120配置链路聚合

    网络拓扑图如下:

    组网需求:

    • Device A与Device B通过各自的以太网端口GigabitEthernet1/0/1~GigabitEthernet1/0/3相互连接
    • 在Device A和Device B上分别配置链路聚合组,并使两端的VLAN 10和VLAN 20之间分别互通

    (1)        配置Device A

    <DeviceA> system-view
    [DeviceA] vlan 10
    [DeviceA-vlan10] port gigabitEthernet 1/0/4
    [DeviceA-vlan10] quit
    
    [DeviceA] vlan 20
    [DeviceA-vlan20] port gigabitEthernet 1/0/5
    [DeviceA-vlan20] quit
    
    [DeviceA] interface bridge-aggregation 1        #创建二层聚合组1
    [DeviceA-Bridge-Aggregation1] quit
    
    [DeviceA] interface gigabitethernet 1/0/1
    [DeviceA-gigabitethernet1/0/1] port link-aggregation group 1    #将端口加入聚合组1
    [DeviceA-gigabitethernet1/0/1] quit
    
    [DeviceA] interface gigabitethernet 1/0/2
    [DeviceA-gigabitethernet1/0/2] port link-aggregation group 1    #将端口加入聚合组1
    [DeviceA-gigabitethernet1/0/2] quit
    
    [DeviceA] interface gigabitethernet 1/0/3
    [DeviceA-gigabitethernet1/0/3] port link-aggregation group 1    #将端口加入聚合组1
    [DeviceA-gigabitethernet1/0/3] quit
    
    [DeviceA] interface bridge-aggregation 1    #进入聚合组1
    [DeviceA-Bridge-Aggregation1] port link-type trunk        #配置聚合组端口类型为trunk
    [DeviceA-Bridge-Aggregation1] port trunk permit vlan 10 20    #允许vlan 10 20通过

     

    (2)        配置Device B

    Device B的配置与Device A相似,配置过程略

    (3)        检验配置效果

    # 查看Device A上所有聚合组的摘要信息。

    [DeviceA] display link-aggregation summary

     

    Aggregation Interface Type:

    BAGG -- Bridge-Aggregation, RAGG -- Route-Aggregation

    Loadsharing Type: Shar -- Loadsharing, NonS -- Non-Loadsharing

    AGG                     Select    Unselect   Share

    Interface               Ports     Ports      Type

    -------------------------------------------------------------------------------

    BAGG1                   3         0          Shar

    以上信息表明,聚合组1为负载分担类型的聚合组,包含有三个选中端口。

  • 相关阅读:
    Codeforces 722C. Destroying Array
    Codeforces 722D. Generating Sets
    【BZOJ】3436: 小K的农场
    数论四·扩展欧几里德
    数论三·约瑟夫问题
    数论二·Eular质数筛法
    #1287 : 数论一·Miller-Rabin质数测试
    树的维护
    可持久化线段树
    【NOIP2016】天天爱跑步
  • 原文地址:https://www.cnblogs.com/xiykj/p/15209212.html
Copyright © 2011-2022 走看看