2009Unpublished venueRequires access

Implementing high performance, low computation, IIR filters with 2-path recursive all-pass filters and the harris-sharpening filter

J. S. Harris

Open publisher page 6 citations

Abstract

We present here two techniques to form high performance, low cost digital filters from a set of low cost, low performance, prototype filters. Here cost is related to number of arithmetic operations and performance is measured by depth of out-of-band spectral attenuation and shallowness of in-band spectral ripple. The two mechanisms that support this process are the cascading of two-path recursive all-pass filter which form high order prototype filters with a small number of coefficients and application of the harris sharpening filter which uses the prototype filter and an all-pass companion filter to compensate for the increase of in-band ripple levels due to the cascade of prototype filters.

About this research paper

What this paper is about

We present here two techniques to form high performance, low cost digital filters from a set of low cost, low performance, prototype filters. Here cost is related to number of arithmetic operations and performance is measured by depth of out-of-band spectral attenuation and shallowness of in-band spectral ripple. The two mechanisms that support this process are the cascading of two-path recursive all-pass filter which form high order prototype filters with a small number of coefficients and application of the harris sharpening filter which uses the prototype filter and an all-pass companion filter to compensate for the increase of in-band ripple levels due to the cascade of prototype filters.

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OpenAlex reports 6 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

We present here two techniques to form high performance, low cost digital filters from a set of low cost, low performance, prototype filters. Here cost is related to number of arithmetic operations and performance is measured by depth of out-of-band spectral attenuation and shallowness of in-band spectral ripple. The two mechanisms that support this process are the cascading of two-path recursive all-pass filter which form high order prototype filters with a small number of coefficients and application of the harris sharpening filter which uses the prototype filter and an all-pass companion filter to compensate for the increase of in-band ripple levels due to the cascade of prototype filters.

Key concepts: Prototype filter, m-derived filter, High-pass filter, Sharpening, Adaptive filter, Filter design, Filter (signal processing), Network synthesis filters

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