Simulation of Multi-Server Queuing Model

• This repository contians code for simulating a markovian multi-server queuing model (i.e. M/M/s:FCFS/∞/∞)
• This is my submission to the assignment for the course Operations Research (MATH F242) offered 2nd semester 2019-2020 at BITS Pilani, Pilani Campus.

Use

• Run python3 simulate.py.
• Enter the time (in seconds) for simulation.
• Enter ⲗ, the Poisson distribution parameter for arrival of customers.
• Enter the number of servers s.
• Enter μ, the mean service rate for each server. Thus, service time is exponentially distributed with parameter μ.

Notes

• The arrival of customers is independent of the service of customers.
• The queue length is infinite.
• The population of customers is infinite.
• Servers are assigned customers in decreasing order of their speed (service rate)