Computers and Technology, 01.07.2020 15:01 kelechikamalu1
Computer Networks - Queues
A buffer is filled over a single input channel and emptied by a single channel with a capacity of 64 kbps. Measurements are taken in the steady state for this system with the following results:
Average packet waiting time in the buffer = 0.05 second
Average number of packets in residence = 1 packet
Average packet length = 1000 bits
The distributions of the arrival and service processes are unknown and cannot be assumed to be exponential!
What are the average arrival rate \lambda in units of packets/second and the average number of packets w waiting to be serviced in the buffer?
The text in bold basically tells me that this can't be modeled as an M/M/1 so I have to use Little's Law and the Conservation of Time and Messages formulas. How do I solve this using them? Any help would be great!
Formulas:
Conservation of Time and Messages
Answers: 3
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Computer Networks - Queues
A buffer is filled over a single input channel and emptied by a single c...
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