| Queueing theory provides a multitude of analytical models appropriate for various situations - so many models that it is often difficult to discern which model is correct for a particular circumstance. A complete set has been gathered of those models that are the most generalized, and hence useful for the widest range of applications. Where no appropriate model was available, modifications to the existing equations are proposed and tested.;To implement this general queueing framework, software has been developed which can quickly generate planning models using steady-state queueing network approximations; these models use commonly available spreadsheet software to maximize accessibility for public health emergency planners. The planning models are validated against models created in several queueing software packages, along with simulation models automatically generated from the planning models. (Abstract shortened by UMI.)... |
