Real Time Systems Design And Analysis

Chapter 7.3.5 - Other Results from Queuing Theory

7.3.5   Other Results from Queuing Theory

The M/M/1 queue can be used in a variety of other ways to model real-time
systems. The only requirements are that the producer be modeled as a Poisson
process and that the consumption time be exponential. Although the model
assumes an infinite-length queue, confidence intervals can be fixed for modeling
realistic finite-sized queues.

Systems that can be modeled to match other queuing system models can benefit
from the well-known results there. For example, the M/M/1 queue with Poisson
arrival (exponential interarrival) and general service time probability distributions
can be used. Other results cover the general arrival and service densities. Relationships
involving balking customers, those that leave the queue, can be used
to represent rejected spurious interrupts or time overloads.

UNLIMITED FREE
ACCESS
TO THE WORLD'S BEST IDEAS

SUBMIT
Already a GlobalSpec user? Log in.

This is embarrasing...

An error occurred while processing the form. Please try again in a few minutes.

Customize Your GlobalSpec Experience

Category: PCMCIA Memory Cards
Finish!
Privacy Policy

This is embarrasing...

An error occurred while processing the form. Please try again in a few minutes.