1. EECC694 - Shaaban #1 lec #7 Spring2000 3-28-2000 The OSI Reference Model Network Layer

2. EECC694 - Shaaban #2 lec #7 Spring2000 3-28-2000 The Subnet A point-to-point network interconnecting fast specialized computers (routers or switches ) dedicated to packet routing using very high bandwidth links forming the backbone of the entire network. Operation of the subnet is the concern of the network layer.

3. EECC694 - Shaaban #3 lec #7 Spring2000 3-28-2000 The Network Layer Concerned with getting packets from the source all the way to the destination: Routing through the subnet, load balancing, congestion control. Protocol Data Unit (PDU) for network layer protocols = packet Types of network services to the transport layer: –Connectionless: Each packet carries full destination address. –Connection-oriented: Connection is set up between network layer processes on the sending and receiving sides. The connection is given a special identifier until all data has been sent. Internal organization of the network layer (in the subnet): –Datagram: Packets are sent and routed independently with each carrying the full destination address (TCP/IP). –Virtual circuit: A virtual circuit is set up to the destination using a circuit number stored in tables in routers along the way. Packets only carry the virtual circuit number. All packets follow the same route (cells in the case of ATM networks).

4. EECC694 - Shaaban #4 lec #7 Spring2000 3-28-2000 Virtual Circuit Vs. Datagram Subnets

5. EECC694 - Shaaban #5 lec #7 Spring2000 3-28-2000 Service And Subnet Structure Combinations Or TCP Over IP Over ATM

6. EECC694 - Shaaban #6 lec #7 Spring2000 3-28-2000 Placement of Network Layer Routing Process Two adjacent subnet routers shown.

7. EECC694 - Shaaban #7 lec #7 Spring2000 3-28-2000 Routing Algorithms To decide which output line an incoming packet should be transmitted on to reach its destination. Static Routing (Non-adaptive algorithms): –Shortest path routing: Build a graph of the subnet with each node representing a router and each arc representing a communication link. The weight on the arcs represents: a function of distance, bandwidth, communication costs, mean queue length, and other performance factors. Several algorithms exist including Dijkstra’s shortest path algorithm. –Selective flooding: Send the packet on all output lines going in the right direction to the destination. –Flow-based routing: Based on known capacity and link loads.

8. EECC694 - Shaaban #8 lec #7 Spring2000 3-28-2000 Static Routing: Shortest Path Routing First five steps of an example using Dijktra’s algorithm

9. EECC694 - Shaaban #9 lec #7 Spring2000 3-28-2000 Static Routing: Flow-Based Routing A routing matrix is constructed; used when the mean data flow in network links is known and stable. Given: Capacity matrix C ij, Traffic matrix F ij, Mean delay at each line T= 1/(  C - )  C line capacity packet/sec traffic packet/sec A subnet with link capacities given in kbps The traffic in packets/sec and routing table

10. EECC694 - Shaaban #10 lec #7 Spring2000 3-28-2000 Flow-Based Routing Calculation Example Flow-based routing analysis example for network on previous page, assuming: Mean packet size = 800 bits. Reverse traffic is the same as forward traffic weight i = flow in link i / total flow in the subnet Mean delay per packet =   weight i x T i = 86 msec in above example Goal find a flow with minimum mean delay per packet.

11. EECC694 - Shaaban #11 lec #7 Spring2000 3-28-2000 Dynamic Routing: Distance Vector Each router maintains a table with one entry for each router in the subnet including the preferred outgoing link, and an estimate of time or distance to the destination router. Neighbor router table entries are gathered by sending ECHO packets which are sent back with a time stamp. Each router exchanges its table of estimates with its neighbors; the best estimate is chosen. Used in ARPANET until 1979

12. EECC694 - Shaaban #12 lec #7 Spring2000 3-28-2000 Distance Vector Routing: Count-to-Infinity Problem Link AB Initially down Link AB Initially Up This is the main reason Distance Vector Routing has been mostly abandoned.

13. EECC694 - Shaaban #13 lec #7 Spring2000 3-28-2000 Dynamic Routing: Link State Routing Resolves Count-to-Infinity Problem present in Distance Vector Routing. Variants of link state routing are widely used. Each router using Link State Routing must: –Discover its neighbors and know their network address. –Measure the delay or cost to each of the neighbors using ECHO packets. –Construct a link state packet to include what it learned about its neighbors including the age of the information. –Send the link state packet to all other routers in the subnet. –Compute the shortest path to every other router based on information gathered from all link state packets (Dijksra’a algorithm may be used here).

14. EECC694 - Shaaban #14 lec #7 Spring2000 3-28-2000 Hierarchical Routing The subnet is divided into several regions of routers. Each router maintains a table of routing information to routers in its region only. Packets destined to another region are routed to a designated router in that region. A two-level Hierarchical Routing Example: Optimum number of hierarchy levels: For a subnet of N routers: Optimum # of levels = ln N Total # of table entries = e ln N