求助一个BGP和OSPF的实验问题
本帖最后由 405759601 于 2023-4-28 11:53 编辑data:image/png;base64,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与AR2、AR3是eBGP邻居。AR1分别向AR2、AR3发布默认路由。AR2、AR3、AR4使用OSPF作为IGP协议。AR2、AR3是ASBR,并各自向OSPF发布默认路由(通过default-route-advertise命令,不带always)。此时看AR2和AR3的路由表,其中AR2默认路由指向AR4(OSPF外部路由),AR3默认路由指向AR1(EBGP路由)。
此时通过在AR2上修改BGP路由优先级为50后,AR2和AR3的路由表中,AR2默认路由指向AR1(EBGP路由),AR3默认路由指向AR1(EBGP路由)。
再还原AR2上BGP路由优先级(默认255),AR2和AR3默认路由都是指向AR1,没有跟着还原为AR2默认路由指向AR4(OSPF外部路由),AR3默认路由指向AR1(EBGP路由)。这是为什么?
OSPF默认路由原则:如果OSPF路由器已经发布了默认路由LSA,那么不在学习其他路由器发布的相同类型默认路由。
通过在AR2上修改BGP路由优先级为50后,AR2和AR3的路由表中,AR2默认路由指向AR1(EBGP路由),AR3默认路由指向AR1(EBGP路由)。AR2和AR3都会发布LSA5的默认路由。
再还原AR2上BGP路由优先级(默认255),由于AR3和AR2都发布有LSA5的默认路由,因此AR2和AR3的默认路由指向会保持不变。即AR2和AR3默认路由都是指向AR1。
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