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Re: delay filter

by Jerry Avins <jya@[EMAIL PROTECTED] > Oct 6, 2008 at 10:17 PM

bharat pathak wrote:
> Dirk,
> 
>     Good that you pointed it out. Actually i know very well that
>     trailing zeros are not needed. But this example illustrates
>     some im****tant aspects. I also know that adding zeros is 
>     simplest way. But again this is DSP way of looking at the
>     delay line.
> 
>     As a simple example if we have 9 tap LPFIR then we know for
>     sure that the group delay of this filter is 4. ((9-1)/2). 

   ...

If the filter is symmetric, yes. Each time the single non-zero 
coefficient is moved by one, the delay changes by the same amount.

If LPFIR means low-pass FIR, what does a single-tap HPFIR look like?

Jerry
-- 
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 18 Posts in Topic:
delay filter
"aenima1891" &l  2008-10-06 05:36:04 
Re: delay filter
John <sampson164@[EMAI  2008-10-06 05:20:38 
Re: delay filter
"aenima1891" &l  2008-10-06 07:42:58 
Re: delay filter
"aenima1891" &l  2008-10-06 07:50:03 
Re: delay filter
"bharat pathak"  2008-10-06 12:45:12 
Re: delay filter
"aenima1891" &l  2008-10-07 10:00:46 
Re: delay filter
"aenima1891" &l  2008-10-07 10:39:16 
Re: delay filter
Jerry Avins <jya@[EMAI  2008-10-07 11:56:01 
Re: delay filter
"aenima1891" &l  2008-10-07 11:05:12 
Re: delay filter
"bharat pathak"  2008-10-07 12:18:12 
Re: delay filter
"aenima1891" &l  2008-10-07 09:03:56 
Re: delay filter
"aenima1891" &l  2008-10-07 09:11:18 
Re: delay filter
dbell <bellda2005@[EMA  2008-10-06 12:31:15 
Re: delay filter
"bharat pathak"  2008-10-06 20:39:59 
Re: delay filter
Jerry Avins <jya@[EMAI  2008-10-06 22:17:20 
Re: delay filter
"bharat pathak"  2008-10-06 22:47:53 
Re: delay filter
Jerry Avins <jya@[EMAI  2008-10-07 10:54:35 
Re: delay filter
Rick Lyons <R.Lyons@[E  2008-10-11 05:44:10 

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