Modeling an In Transit effect
Posted: Wed Sep 15, 2004 9:23 pm
I must say I'm very impressed with Vensim. Great product. I've used it for a month now.
In trying to model an in transit effect concisely, I've come up with no good way. The purpose is of course to avoid overshoot and oscillation, and avoid the gimmicky approaches that merely come close. The preferred method seems to be as shown in Sterman's classic, Business Dynamics, page 415. The sample equation is:
Material in Transit = INTEGRAL(Inflow(t) - Outflow(t), Material in Transit(0))
In Vensim we certainly do have INTEG( ) but we don't seem to have the ability to refer to the value of a variable using Time, such as by using something like INTEG(variable(Time) - variable(Time - delay), 0), which would be the effect in transit if I'm thinking correctly.
I thought the doc on DELAYP might help, but no luck there. No luck on searching the web either, but did get a nice education.
Is there any documentation or literature out there that would address this?
Thanks,
Jack
[Edited on 9-15-2004 by Jack Harich]
In trying to model an in transit effect concisely, I've come up with no good way. The purpose is of course to avoid overshoot and oscillation, and avoid the gimmicky approaches that merely come close. The preferred method seems to be as shown in Sterman's classic, Business Dynamics, page 415. The sample equation is:
Material in Transit = INTEGRAL(Inflow(t) - Outflow(t), Material in Transit(0))
In Vensim we certainly do have INTEG( ) but we don't seem to have the ability to refer to the value of a variable using Time, such as by using something like INTEG(variable(Time) - variable(Time - delay), 0), which would be the effect in transit if I'm thinking correctly.
I thought the doc on DELAYP might help, but no luck there. No luck on searching the web either, but did get a nice education.

Is there any documentation or literature out there that would address this?
Thanks,
Jack
[Edited on 9-15-2004 by Jack Harich]