MSTP计算之选择主桥
本帖最后由 easthomeRT 于 2018-8-28 10:10 编辑二层网络由多个MSTP域组成时,所有交换机会选举出一个二层网络的总根,每个MSTP域内针对IST实例都会选择一个主桥。对于总根所在的MSTP域内,总根就是IST实例的主桥。对于非总根所在的MSTP域内,IST实例的主桥怎么选举?我们以下面的拓扑为例分析一下,非总根所在的MSTP域内,怎么选举IST实例的主桥。网络拓扑:data:image/png;base64,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拓扑描述:交换机LSW1在一个MSTP域内,MSTP的域名为HW01。交换机LSW2在一个MSTP域内,MSTP的域名为HW02。交换机LSW3在一个MSTP域内,MSTP的域名为HW03。交换机LSW4、LSW5、LSW6在同一个MSTP域内,MSTP的域名为HW04。交换机的优先级按照交换机的主机名排列。LSW1 < LSW2 < LSW3 < LSW4 < LSW5 < LSW6 。交换机接口的开销值手工设置相同,都为1。MSTP计算分析:网络中选举总根:网络中桥ID最小的交换机成为总根,LSW1优先级最小,所以LSW1成为二层网络中的总根。HW04域内哪些交换机可以成为根桥:主桥是MSTP域内去往总根最近的交换机。对于非总根所在MSTP域来说,主桥一定是连接其他MSTP域的某一台交换机。HW04域内LSW5 和 LSW6连接到其他MSTP域,所以这两台交换机有可能成为IST实例的主桥。HW04域内LSW4虽然优先级最小,但是他没有连接到其他MSTP域,所以LSW4不会被选举成IST实例的主桥。HW04域内哪个交换机被选举成主桥:HW04域内LSW5和LSW6都有可能成为IST实例的主桥。具体哪台交换机会成为HW04域内IST实例的主桥,还需要进行一些参数的比较。MSTP域间进行生成树计算的时候使用到的参数包括:总根、外部路径开销、域根ID、指定端口ID、接收端口ID。LSW5从端口G0/0/1收到的BPDU相应参数如下:LSW1、1、LSW3、G0/0/2。LSW6从端口G0/0/1收到的BPDU相应参数如下:LSW1、1、LSW2、G0/0/2。第一步比较:比较两台交换机收到的BPDU中的总根。都是LSW1。第二步比较:比较两台交换机去往总根的外部开销。都是1加上接口的开销,都是2 。第三步比较:注意,第三步比较不是比较两台交换机收到的BPDU中的域根ID,而是比较两台交换机的桥ID,LSW5优先级小于LSW6,所以LSW5是HW04域内IST实例的主桥。二层网络由多个MSTP域组成时,所有交换机会选举出一个二层网络的总根,每个MSTP域内针对IST实例都会选择一个主桥。
东方瑞通成立于1998年,总部在北京,分别在上海、广州、天津、武汉、济南、深圳、成都、重庆、杭州和西安建立了直营分部,全国拥有超过40间专业培训教室、40多位专职讲师及180多位签约讲师;作为国内企业级IT高级技术&管理培训的领军机构,为数千家企业客户提供员工外派(公开课)和团体定制培训服务,累计培训专业人才数十万名。
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