yaari 发表于 2017-7-23 14:01:59

RIP协议接口静默场景

RIP协议接口静默场景之一: 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
场景:如图网络中有四台路由器,且各有一个接口处于同于网段123.1.1.0/24。如果R1发送一个rip报文,不管是ripv1广播还是ripv2组播都会通过交换机转发给其他3台路由器。但是只有R1和R2起了rip协议而R3和R4并未运行rip。所以R3和R4收到rip报文会丢弃,这样增加了他们的链路负载,消耗了带宽资源。 解决:把R1的报文改成单播。首先要把R1和R2的接口改成被动接口(只收不发广播和组播,可以发单播),然后再通过指邻居peer的方式来配置单播路由。 配置:R1和R2一致ripSilent-interfaceg0/0/0– 改成被动接口 Peer 123.1.1.2 – 指向邻居的接口ip地址   验证:在R1或R2接口处抓包,未配置前rip报文为广播或组播,配置完成后rip报文为单播。在R3或R4的接口处抓包,未配置前链路上有rip报文,配置完成后不会出现rip报文

zhanglei0220 发表于 2017-7-23 16:39:10

{:6_267:}

Rockyw 发表于 2017-7-23 22:02:31

感谢楼主分享!

Hil 发表于 2017-7-25 10:19:56

{:6_264:}{:6_264:}{:6_264:}{:6_264:}

fjx12306 发表于 2018-1-14 23:01:29

路过

xiaoziwuyong 发表于 2018-1-15 14:34:32

{:6_267:}

fjx12306 发表于 2018-1-20 07:55:44

看看

liyou60 发表于 2024-6-6 16:32:04

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:09

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:17

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:24

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:31

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:38

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:44

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}

liyou60 发表于 2024-6-6 16:32:50

华   值    {:6_264:}{:6_265:}{:6_267:}{:6_268:}
为   得    {:6_269:}{:6_273:}{:6_276:}{:6_277:}
认   拥    {:6_278:}{:6_280:}{:6_282:}{:6_283:}
证   有    {:6_285:}{:6_289:}{:6_290:}{:6_291:}
,   !    {:6_295:}{:6_298:}{:6_299:}{:6_301:}
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