Example#1 Suppose you have a 25 magnetic tapes, each containing 40GB. Assuming that you have enough tape readers to keep any network busy. How long it.

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Presentation transcript:

Example#1 Suppose you have a 25 magnetic tapes, each containing 40GB. Assuming that you have enough tape readers to keep any network busy. How long it will take to transmit the data over a distance of 1Km. Assume the choices are category 5 twisted-pair wires at 100Mbits/sec, multimode fiber at 1000Mbits/sec and single-mode fiber at 2500Mbits/sec. How do they compare to deliver the tapes by car?

Solution The total amount of data = total no. of mag. Tapes x capacity of each tape = 25 x 40GB= 1000GB The time for medium: Twisted pair = 1000GB/100Mbits/sec = 81920 sec = 22.8 hr

Multimode Fiber = 1000GB/1000Mbits/sec = 8192sec = 2.3 hr Single mode Fiber = 1000GB/2500Mbits/sec = 3277sec = 0.9hr Car = time to load car + transport time + time to unload car = 300sec + 1Km/30Kph + 300sec = 720 sec = 0.3hr A car filled with tapes is a higher bandwidth medium!

Node Node Node Node Ethernet Node Node Switch Node Node Switched Media

Example#2 Compare 16 nodes connected by three ways: a single 100Mbits/sec shared medium; a switch connected via cat5, each segment running at 100Mbits/sec; and a switch connected via optical fiber, each running at 1000Mbits/sec. The shared medium is 500m long, and the average length of each segment to a switch is 50m. Both switch can support full bandwidth. Assume each adds 5μsec to the latency. Assume the average message size is 125bytes, and ignore the overhead of sending or receiving a message and contention for the network.

Solution First we will calculate the aggregate bandwidth: For shared medium Aggregate bandwidth = 100Mbits/sec

For switched twisted pair Aggregate bandwidth = 16 x 100Mbits/sec = 1600Mbits/sec For switched optical fiber Aggregate bandwidth = 16 x 1000Mbit/sec = 16,000Mbits/sec Transport time = Time of flight + (message size/BW)

(500/1000)Km Transport time shared = ---------------------- x 106μsec (2/3 x 300,000)Km + (125 x 8bits / 100Mbits/sec) = 2.5μsec + 10μsec = 12.5μsec For the switches, the distance is twice the average segment. We must also add latency for the switch.

(50/1000)Km Transport time switch = 2x ---------------------- x 106μs (2/3 x 300,000)Km + 5μsec + (125 x 8bits / 100Mbits/sec) = 0.55μsec + 5μsec +10μsec = 15.5μsec

(50/1000)Km Transport time fiber = 2x ---------------------- x 106μs (2/3 x 300,000)Km + 5μsec + (125 x 8bits / 1000Mbits/sec) = 0.55μsec + 5μsec +1μsec = 6.5μsec Although the bandwidth of the switch is many times the shared media, the latency for unloaded network is comparable.

Connection Oriented Communication Source Destination Messages Connectionless Communication Source Destination

Three Network Topologies Bus Star Ring

7-Layer OSI Model Internet A p p l i c a t i o n A p p l i c a t i o n w o r k N e t w o r k D a t a l i n k D a t a l i n k P h y s i c a l P h y s i c a l Internet

Routing Source-Based Routing Virtual Circuit Destination-based Routing

Source-Based Routing Message specifies the destination path. Network really follows the directions. Simpler method.

Virtual Circuit A circuit is established between source and destination. Message simply names the circuit to follow. ATM is the example of virtual circuit.

Destination-based Routing Message contains the destination address. Switch decides a path to deliver the message. Example of destinations based routing is IP.

Destination-based Routing It may be deterministic. Always follows the same path. It may be adaptive. Closely related to the adaptive routing is randomized routing.

TCP/IP vs. OSI Model A p l i c a t o n O S I m d e P r s T N w k h y D f t p T e l n e t D N S T r a n s m i s s i o n c o n t r o l p r o t o c o l ( T C P ) I n t e r n e t p r o t o c o l ( I P ) T o k e n E t h e r n e t L o c a l T a l k r i n g