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PSpice--Monte Carlo Delay?

B

Bob Penoyer

I need to use an analog delay that has a tolerance so that the delay
varies during a Monte Carlo simulation.

TLine would be a great part but it doesn't have a tolerance parameter.

An all-pass network can't be used for the delay because it doesn't
have a linear phase response and the signal is complex.

Can TLine or something like it be made to use a tolerance that Monte
Carlo can operate on? Any other suggestions?
 
K

Kevin Aylward

Bob said:
I need to use an analog delay that has a tolerance so that the delay
varies during a Monte Carlo simulation.

TLine would be a great part but it doesn't have a tolerance parameter.

An all-pass network can't be used for the delay because it doesn't
have a linear phase response and the signal is complex.

Can TLine or something like it be made to use a tolerance that Monte
Carlo can operate on? Any other suggestions?

Yes. Use SuperSpice:)

SuperSpice allows MC and parameter sweeps on TLines. There are some
examples in the example folder.

Kevin Aylward
[email protected]
http://www.anasoft.co.uk
SuperSpice, a very affordable Mixed-Mode
Windows Simulator with Schematic Capture,
Waveform Display, FFT's and Filter Design.
 
J

Jim Thompson

I need to use an analog delay that has a tolerance so that the delay
varies during a Monte Carlo simulation.

TLine would be a great part but it doesn't have a tolerance parameter.

An all-pass network can't be used for the delay because it doesn't
have a linear phase response and the signal is complex.

Can TLine or something like it be made to use a tolerance that Monte
Carlo can operate on? Any other suggestions?

I don't Monte Carlo, since chip components are ratiometric, requiring
different means to test for worst-case.

BUT, couldn't you simply parameterize TD?

...Jim Thompson
 
B

Bob Penoyer

I don't Monte Carlo, since chip components are ratiometric, requiring
different means to test for worst-case.

BUT, couldn't you simply parameterize TD?

Yes. Can I used Monte Carlo with a parameterized value? How?
 
K

Keith Williams

I don't Monte Carlo, since chip components are ratiometric, requiring
different means to test for worst-case.

When I was doing this, we were given the process distributions
(including tracking) to use in the simulations. We also used end-
point distributions to converge on the "worst-case" more quickly.
Discretes were another issue though.
 
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