OSPF数据包求问
OSPF hello包在广播型网络中为什么会出现单播包
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
当路由器开启OSPF后,路由器之间就会相互发送HELLO报文,HELLO报文中包含一些路由器和链路的相关信息,发送HELLO报文的目的是为了形成邻居表,然后,路由器之间就会发送LSA(LINK STATE ADVERTISEMENT,链路状态通告),LSA告诉自己的邻居路由器和自己相连的链路的状态,最后,形成网络的拓扑表,其实这个过程是很复杂的,他们经过发LSA,记录LSA,装发LSA,最后形成LSDB(链路状态数据库,即拓扑表),形成拓扑表之后,在经过SPF算法,通过计算LSDB,最后形成路由表。
形成路由表后,路由器就可以根据路由表来转发数据包,但是,这只是理想情况,如果之后,网络拓扑发生了变化,或是网络链路出现了问题,OSPF协议还是会经过这三张表来重新计算新的路由,只不过不会这么复杂了,路由器在默认情况下,10S就会发送一次HELLO报文,以检测链路状态,保证链路始终是正常的。
因为只有开启了ospf协议的路由器才能对这个hello进行响应,从一定程度上仅能寻找到开启ospf包的路由器,同时也能减少ospf相关协议包的流量。 wjlovezzd 发表于 2022-5-22 11:40
因为只有开启了ospf协议的路由器才能对这个hello进行响应,从一定程度上仅能寻找到开启ospf包的路由器,同 ...
意思是只有第一次响应组播的hello包才会用单播回复hello包吗 HELLO包只对运行OSPF协议的路由器进行响应,不对所有的路由器进行发送HELLO 包
wjlovezzd 发表于 2022-5-23 07:49
当路由器开启OSPF后,路由器之间就会相互发送HELLO报文,HELLO报文中包含一些路由器和链路的相关信息,发送 ...
非常感谢您如此详细的回答,但是我的疑惑任然没有解开。我通过查找网上资料了解到了ospf在广播型网络中均是通过组播地址224.0.0.5和224.0.6传播hello包,但是从我抓包的结果来看,每次建立邻居最初都会出现一个单播包,这是我提问时没显示出来的图,这是我唯一疑惑的点,能否麻烦您再次赐教 (224.0.0.5代表所有ospf路由器的组;224.0.0.6代表DR,BDR)
这里简单说一下对组播地址的理解:可以把组播地址看成一个微信群号,任何成员(组播源)往微信群(组播IP)里发送消息(组播数据),这个群里的成员(组播接收者)都会接收到此消息。 hello包:(组播)
hello包的目的地址是224.0.0.5,他是一个组播地址,这个很好理解,在一开始路由器之间都不知道对方的存在的时候,通过组播的方式去寻找相邻的邻居路由器是最好的选择,因为只有开启了ospf协议的路由器才能对这个hello进行响应,从一定程度上仅能寻找到开启ospf包的路由器,同时也能减少ospf相关协议包的流量。
DD报文:(单播)
DD报文主要功能是进行OSPF的LSDB摘要信息的传递,那么双方在接收到路由器的摘要信息后就会知晓自己缺少的LSA是什么,同时在DD报文的交互中还会进行主从的选举以此来同步双方路由器交换路由摘要的过程,其主要原因就是保证摘要信息交互的有序性,那么这种同步的过程若使用组播来让一台路由器同时与其他路由器进行这种同步机制可能会出现一些问题。
LSR报文(单播)
至于LSR为什么使用单播,这个原因十分的显而易见,因为只有DR与other之间,BDR和otherDR与other之间,BDR和other才建立完整的邻接关系,也就是说DR和BDR与other之间就像建立了一个无环路的图,同样是因为其类似星形的结构,在这样的关系下,没有必要通过组播去请求路由信息,通过单播足够了。使用组播反而浪费带宽。
LSU报文(单播和组播)
因为DR要向DRother同步LSDB,所以它要向224.0.0.5发送LSU来帮助它们将LSDB同步为最新的状态。若某个路由器发送LSR给某个路由器,那么此时LSU又是单播的了。
组播地址的理解:可以把组播地址看成一个微信群号,任何成员(组播源)往微信群(组播IP)里发送消息(组播数据),这个群里的成员(组播接收者)都会接收到此消息。 wjlovezzd 发表于 2022-5-24 08:42
hello包:(组播)
hello包的目的地址是224.0.0.5,他是一个组播地址,这个很好理解,在一开始路由器之间 ...
那么这唯一单播的hello是否可以看做组播接收者对组播源的回复呢? shion_nanami 发表于 2022-5-24 16:53
那么这唯一单播的hello是否可以看做组播接收者对组播源的回复呢?
可以这么理解。
wjlovezzd 发表于 2022-5-24 20:23
可以这么理解。
非常感谢您耐心的回答 围观学习一下
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