I'm a beginner in the use of the simulation tool in ARIS with BPMN models.
I've learned enough to create a simple process model with one task to learn how to run the simulation tool.
From what I can tell, I specify the inter-arrival time of work using the Frequency group attributes associated with the BPMN Start event. These attributes seem to allow only specifying constant inter-arrival time.
For those familiar with queueing theory, my simple process model is a D/M/1 queueing model.
However, I'd like to specify other types of inter-arrival distributions. For example, I'd like to define exponential inter-arrival time to create a M/M/1 queue to test out the ARIS simulation tool. Since the M/M/1 has closed form formulas, I can validate the results I get from the simulation with this simple queueing model. This way I know if I've parameterized simulation model correctly.
For processing time, I can specify a variety of time distributions, e.g., deterministic, exponential, normal, ... I'd like to do the same for inter-arrival times.
Is there a way to specify a non-constant inter-arrival time distribution?
Thank you.
Ivo Velitchkov on
Jim,
I don't think there is a straight-forward way to specify exponential inter-arrival time in the start event. But why don't you try the following: create a model with one Task. Select exponential distribution and choose Start Event instantiation and Processing time according to your simulation requirements.
Then make and occurence of the End Event as the Start Event of the real business process that you want to simulate.
I haven't tryed it myself but I believe it should work.
If you decide to try it, let me know, please. I'm really curious about it.