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<para>Construct an IIR filter with the given taps </para> </detaileddescription>
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<para>IIR filter with float input, float output and double taps</para><para>This filter uses the Direct Form I implementation, where <computeroutput>fftaps</computeroutput> contains the feed-forward taps, and <computeroutput>fbtaps</computeroutput> the feedback ones. </para> </briefdescription>
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<para>The input and output satisfy a difference equation of the form</para><para><formula id="0">\[ y[n] - \sum_{k=1}^{M} a_k y[n-k] = \sum_{k=0}^{N} b_k x[n-k] \]</formula></para><para>with the corresponding rational system function</para><para><formula id="1">\[ H(z) = \frac{\sum_{k=0}^{M} b_k z^{-k}}{1 - \sum_{k=1}^{N} a_k z^{-k}} \]</formula></para><para>Note that some texts define the system function with a + in the denominator. If you're using that convention, you'll need to negate the feedback taps. </para> </detaileddescription>
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</doxygen>
distrib
>
Fedora
>
14
>
x86_64
>
media
>
updates
>
by-pkgid
>
6e7a2755bd78c9deedab199b86e675f3
>
files
>
7664
