405759601 发表于 2023-2-27 18:54:05

关于OSPF的LSA5和LSA7实验遇到的问题,请大佬指教!!

我是根据书上的案例做一个OSPF的LSA5和LSA7的环路实验。
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
如图所示:area10为NSSA区域,AR1和AR2之间的链路设置开销为48,在AR1上引入外部直连路由loopback0(100.100.100.100);AR3的RID大,为7/5翻译器。正常情况下,AR2和AR3都会收到AR1产生的LSA7,FA地址为12.1.1.1。AR2还会从area0收到AR3通过7/5翻译产生的LSA5,FA地址保持LSA7的不变,也为12.1.1.1。这个时候在AR2上看100.100.100.100的路由,下一跳为12.1.1.1。

这个时候在AR3上强制将7/5后的LSA5的FA地址变为全0(命令为nssa suppress-forwarding-address),这个时候AR2有两个关于100.100.100.0的LSA:1、LSA7,FA地址为12.1.1.1。2、LSA5,FA地址为0.0.0.0。此时,AR2到100.100.100.100的路由的下一跳会指向AR4,形成一个环路AR2--AR4--AR3--AR2。因为根据OSPF路由选路原则,对比了关于100.100.100.100的LSA7和LSA5的路由,LSA5的FA地址为0,所以会转发给3.3.3.3,因为在LSA7和LSA5外部cost都为1的情况下,对比了内部cost,3.3.3.3的cost是比12.1.1.1的cost小的。

我奇怪的是,AR2到100.100.100.100的路由,根据FA选路,要给3.3.3.3,所以他要找给3.3.3.3的路径。那为什么这个路径的下一跳是24.1.1.4,而不是23.1.1.3。23.1.1.3才是前往3.3.3.3的下一跳啊?是我哪个知识点漏了···




sunny951064 发表于 2023-3-5 13:17:21

顶顶顶顶顶顶顶顶顶顶

majorsx05751 发表于 2023-3-5 21:10:31

{:6_267:}
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查看完整版本: 关于OSPF的LSA5和LSA7实验遇到的问题,请大佬指教!!