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https://designers-guide.org/forum/YaBB.pl Simulators >> Circuit Simulators >> point to point ringing in some integration methods https://designers-guide.org/forum/YaBB.pl?num=1177257256 Message started by jefkat on Apr 22nd, 2007, 8:54am |
Title: point to point ringing in some integration methods Post by jefkat on Apr 22nd, 2007, 8:54am Hi.. I am trying to understand why would some integration methods result in ringing (especially when the time constants are smaller than the time step). Intutively thinking I would miss some signal detail (due to fast poles) but downright ringing !! cant seem to make sense of it..Anyone with some commenst to put me on the right track of thinking? Thanks much! jefkat |
Title: Re: point to point ringing in some integration met Post by mg777 on Apr 22nd, 2007, 11:37pm Think of an integration algorithm as a difference equation, with an impulse response. You can have underdamped filters like Adams-Bashford which use extrapolation. Implicit methods can reduce the overshoot in the impulse response, while Runge-Kutta will tend to be damped. Refer to the revered 'Numerical Methods in C' for further illumination. M.G.Rajan www.eecalc.com |
Title: Re: point to point ringing in some integration met Post by Andrew Beckett on Apr 30th, 2007, 5:37am Or for a more accessible book for designers, look at Ken's book http://www.designers-guide.org/Books/#Kundert-1995 A Designer's Guide to SPICE and Spectre, page 150. Regards, Andrew. |
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