Public-Transit Models

These models and simulations have been tagged “Public-Transit”.

This is a simple simulation of a (public transit) rail station, with stored value media.      A portion of the population has enough value on their cards to simply walk up to the gates and go.  Others will not, and have to use slower vending machines.  Based on the crowds, how many devices do you ne
This is a simple simulation of a (public transit) rail station, with stored value media.  

A portion of the population has enough value on their cards to simply walk up to the gates and go.  Others will not, and have to use slower vending machines.  Based on the crowds, how many devices do you need?  Based on the population, what the ratio of devices you need?

Note: this simulation refers to patrons 'needing to topup' reloadable tickets, but this could equally represent patrons purchasing one off, or multi-use tickets.
This is a simple simulation of a (public transit) rail station, with stored value media.      As trains enter the station groups of patron will attempt to exit the station at the same time. How long do patrons need to wait to exit the station? What impact would additional gates make to the wait time
This is a simple simulation of a (public transit) rail station, with stored value media.  

As trains enter the station groups of patron will attempt to exit the station at the same time. How long do patrons need to wait to exit the station? What impact would additional gates make to the wait time?
This is a simple simulation of a (public transit) rail station, with stored value media.      A portion of the population has enough value on their cards to simply walk up to the gates and go.  Others will not, and have to use slower vending machines.  Based on the crowds, how many devices do you ne
This is a simple simulation of a (public transit) rail station, with stored value media.  

A portion of the population has enough value on their cards to simply walk up to the gates and go.  Others will not, and have to use slower vending machines.  Based on the crowds, how many devices do you need?  Based on the population, what the ratio of devices you need?