Katja and Andy:
Comments below.
Bob
Andrew Ingraham wrote:
>>... Do you have physical or mathematical
>>basis for the cosine wave?
>
>
> Not really. Just from observations of simulated and measured waves. A
> cosine wave is easy to simulate and has the right kind of rounded corners on
> both leading and trailing parts of the edge, and overall shape.
>
> I always was a little uncomfortable about the sharp corners in a Pulse or
> PWL waveform which never happen in real life.
>
The mathematical basis for a quadradic polynomial is that you
can produce smoothing that matches the start and end points AND
their slopes exactly at 0% and 100% and arbitrary percentages
(e.g., 20-80% , 10-90%, etc.) for a continuously smooth, but slightly
delayed "ramp". Other functions might also work.
>
>>And what about the signals into resistive loads?
>
>
> That's what I was talking about. Resistive load. Or light capacitive load
> (for on-chip signals).
>
> Heavy capacitive loads cause edges that aren't symmetrical, and are better
> modeled with the traditional RC exponential decay shape.
>
> Regards,
> Andy
>
-- Bob Ross Teraspeed Consulting Group LLC Teraspeed Labs 121 North River Drive 13610 SW Harness Lane Narragansett, RI 02882 Beaverton, OR 97008 503-750-6481 503-430-1065 http://www.teraspeed.com 503-246-8048 Direct bob@teraspeed.com |------------------------------------------------------------------ |For help or to subscribe/unsubscribe, email majordomo@eda.org |with just the appropriate command message(s) in the body: | | help | subscribe ibis <optional e-mail address, if different> | subscribe ibis-users <optional e-mail address, if different> | unsubscribe ibis <optional e-mail address, if different> | unsubscribe ibis-users <optional e-mail address, if different> | |or email a written request to ibis-request@eda.org. | |IBIS reflector archives exist under: | | http://www.eda.org/pub/ibis/email_archive/ Recent | http://www.eda.org/pub/ibis/users_archive/ Recent | http://www.eda.org/pub/ibis/email/ E-mail since 1993Received on Thu Nov 4 10:33:51 2004
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