Let’s say you get a bunch of inexpensive (but a bit outdated) routers (36XX or 72Xx) and some really nice (maybe not so cheap) Cisco switches (e.g. 3550/3560) and you would like to provide a VPLS-like service to your customers. Since VPLS is a service available only on more powerful Cisco platforms, we have to figure a way to simulate Multipoint Ethernet L2 VPN over a packet switching network (PSN) using only “convenient” point-to-point L2 VPN services.
Let model a situation where we have a number of routers connected over (PSN), with an ethernet switch connected to router at every location:
What we can do, is connect ethernet ports using pseudowires to form a virtual ring topology over PSN. That is, refeferring to our picture, xconnect routers’ ethernet ports counter-clockwise, say xconnect E0/0 of R3 with E0/1 of R4, then E0/0 of R4 with E0/1 of R5 and finally E0/0 of R5 with E0/1 of R3. Effectively, we will form an ethernet ring, partially connected over convenient switches, and partially using L2VPN pseudowires. Router configurations look pretty much similar, for example at R3 we would have something like this
Firstly, STP should be running over ring topology, in order to block redundant ports. One can use star topology and disable STP, but this will introduce a single point of failure into the network. Classic VPLS does not run STP over packet core, only a full-mesh of pseudowires.
Secondly, there is no MAC-address learning for pseudowires, since they are point-to-point in essense. MAC addresses are learned by switches, and this impose a usual scalability restriction (though cisco switches may allow you to scale to a few thousands of MAC addresses in their tables).
However, this is funny and simple example of how you can use a simple concept to come up with a more complicated solution.
Let model a situation where we have a number of routers connected over (PSN), with an ethernet switch connected to router at every location:
What we can do, is connect ethernet ports using pseudowires to form a virtual ring topology over PSN. That is, refeferring to our picture, xconnect routers’ ethernet ports counter-clockwise, say xconnect E0/0 of R3 with E0/1 of R4, then E0/0 of R4 with E0/1 of R5 and finally E0/0 of R5 with E0/1 of R3. Effectively, we will form an ethernet ring, partially connected over convenient switches, and partially using L2VPN pseudowires. Router configurations look pretty much similar, for example at R3 we would have something like this
R3: pseudowire-class PW_CLASS encapsulation l2tpv3 ip local interface Loopback0 ! interface Loopback0 ip address 150.1.3.3 255.255.255.255 ! ! Xconnecting E0/0 of R3 with E0/1 of R4 ! interface Ethernet0/0 no ip address xconnect 150.1.4.4 34 encapsulation l2tpv3 pw-class PW_CLASS ! ! Xconnecting E0/1 of R3 with E0/0 of R5 ! interface Ethernet0/1 no ip address xconnect 150.1.5.5 35 pw-class PW_CLASS ! ! Frame-Relay is used to connect to other routers (PSN network) ! interface Serial1/0 no ip address encapsulation frame-relay ! interface Serial1/0.34 point-to-point ip address 150.1.34.3 255.255.255.0 frame-relay interface-dlci 304 ! interface Serial1/0.35 point-to-point ip address 150.1.35.3 255.255.255.0 frame-relay interface-dlci 305 ! ! OSPF is used as a sample IGP ! router ospf 1 router-id 150.1.3.3 log-adjacency-changes network 0.0.0.0 255.255.255.255 area 0Speaking honestly, it’s not “classic” VPLS in true sense:
Firstly, STP should be running over ring topology, in order to block redundant ports. One can use star topology and disable STP, but this will introduce a single point of failure into the network. Classic VPLS does not run STP over packet core, only a full-mesh of pseudowires.
Secondly, there is no MAC-address learning for pseudowires, since they are point-to-point in essense. MAC addresses are learned by switches, and this impose a usual scalability restriction (though cisco switches may allow you to scale to a few thousands of MAC addresses in their tables).
However, this is funny and simple example of how you can use a simple concept to come up with a more complicated solution.
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