Question
Consider the following institutional network system. Suppose the average object size is 100k bits and the average rate from browsers to origin servers is 15
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Consider the following institutional network system. Suppose the average object size is 100k bits and the average rate from browsers to origin servers is 15 requests/sec. (ignore the LAN delay in the following questions)
Assume that access = 1.5 Mbps and the RTT on the Internet side of the access link is 2 sec.
a. Considering the queueing delay in the access router, the access delay could be calculated with the equation access = (Rtrans/1-traffic intensity) * Rtrans represents the transmission delay at the access link. Without web cache, what is the total average response time?
b. Compare this result with the situation where access = 100 Mbps.
c. Suppose the local web cache satisfy 60% of the requests, the remaining 40% requests will be satisfied by the origin web servers. What is the total response time in this case?
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