Thread View: comp.dsp
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Started by galetti
Thu, 18 Apr 1991 16:02
Best z-trans. for CONTROL SYSTEMS?
Author: galetti
Date: Thu, 18 Apr 1991 16:02
Date: Thu, 18 Apr 1991 16:02
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This might be covered in a FAQ posting, so I apologize if it is. What transformation is best for converting a transfer function in a CONTROL SYSTEM to the z-domain? Right now I'm using the bilinear-z transform and I'm converting a system that MATLAB says is stable, but when I actually implement the system on a DSP board, it is unstable. Any help would be greatly appreciated! ___________________________________________________________________________ / Ralph Galetti Internet: galetti@uservx.afwl.af.mil \ | PL/LITT Interests: computers, music, computers | | Kirtland AFB, NM 87117-6008 and music, golf, sleep. | \__"No, they couldn't actually prove that it was HIS vomit" - Nigel Tufnel__/
Re: Best z-trans. for CONTROL SYSTEMS?
Author: James Vasil
Date: Mon, 22 Apr 1991 23:09
Date: Mon, 22 Apr 1991 23:09
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> What transformation is best for converting a transfer function in a CONTROL
> SYSTEM to the z-domain? Right now I'm using the bilinear-z transform and
> I'm converting a system that MATLAB says is stable, but when I actually
> implement the system on a DSP board, it is unstable. Any help would be
> greatly appreciated!
The bilinear-z transform (or the related, pre-warped bilinear) is
generally considered a good tranform to use when you are interested
in preserving the frequency domain charicteristics of your analog
filter. Since the theory says that the bilinear transform of a stable
filter is a stable filter, I'd suggest you look into some of the
implementation details. Some ideas to consider: is the transformation
being done correctly? Is the analog filter really stable? When the
filter coeficients are rounded, is this done in such a way so as to
keep poles inside the unit circle? And so on.
Regards & good luck,
James Vasil
Disclaimer: as always, these opinions are mine and not necessarily
those of my employer.
Re: Best z-trans. for CONTROL SYSTEMS?
Author: Tony Murphy
Date: Wed, 24 Apr 1991 08:07
Date: Wed, 24 Apr 1991 08:07
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In article <9360025@hplsla.HP.COM> jamesv@hplsla.HP.COM (James Vasil) writes: >The bilinear-z transform (or the related, pre-warped bilinear) is >generally considered a good tranform to use when you are interested >in preserving the frequency domain charicteristics of your analog >filter.... But for control applications the impulse response may be more important, so the impulse invariant transformation should be considered. Tony
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