3) Consider a 1 Mbps token ring having N stations (assume N=50), each with infinite buffer size. Each station generates 10 messages per sec. The average message length is 1000 bit. The stations are equally spaced on the ring and the ring is of length I Km and has a propagation speed of 3 x 10 meter / sec. Determine average cycle time Te (i.e., scan time), the approximate average channel access time, and the average dwell time per visit of the server at any station.

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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3)
Consider a 1 Mbps token ring having N stations (assume N=50), each with infinite buffer
size. Each station generates 10 messages per sec. The average message length is 1000 bit. The
stations are equally spaced on the ring and the ring is of length I Km and has a propagation speed of
3 x 10 meter/ sec. Determine average cycle time Te (i.e., scan time), the approximate average
channel access time, and the average dwell time per visit of the server at any
station.
Transcribed Image Text:3) Consider a 1 Mbps token ring having N stations (assume N=50), each with infinite buffer size. Each station generates 10 messages per sec. The average message length is 1000 bit. The stations are equally spaced on the ring and the ring is of length I Km and has a propagation speed of 3 x 10 meter/ sec. Determine average cycle time Te (i.e., scan time), the approximate average channel access time, and the average dwell time per visit of the server at any station.
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