帧中继中运行OSPF,在P2MP和NBMA网络类型中,路由表没有更新??为啥
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在R1的网络类型为P2MP,R3和R4的网路类型为NBMA,其中R2模拟为帧中继,R1,R3,R4可以建立起邻居,为啥R1,R3,R4的路由表中都没有其他路由的路由信息?????还有一点NBMA网络需要选举DR和BDR,而P2MP不需要选举DR,所以你的网络类型设置的有问题。 OSPF接口的network-type不对,要保证R1,R2,R3接口的ospf网络类型一致,你现在的虽然能够建立邻居,但是会有一些问题,你看看邻居的状态处在哪个状态?要full才能传递LSA。 你说的邻居是帧中继邻居吧?中间要跑路由协议啊,路由协议邻居要先起来。你先回答我,我再帮你解决啦~ 能否讲讲更具体的原因啊!{:soso_e113:}谢谢啦 xtp263 发表于 2013-3-15 09:21 static/image/common/back.gif
OSPF接口的network-type不对,要保证R1,R2,R3接口的ospf网络类型一致,你现在的虽然能够建立邻居,但是会有 ...
都是FULL状态啊!路由信息就是学不到啊{:6_270:} 璃箜-博 发表于 2013-3-14 15:41 static/image/common/back.gif
你说的邻居是帧中继邻居吧?中间要跑路由协议啊,路由协议邻居要先起来。你先回答我,我再帮你解决啦~
嗯是的啊!谢谢啦!
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