Optimization of Dynamic Range of Cascade Filter Realization

This paper deals with a dynamic range optimization procedure for active filters based on the cascade realization. Dynamic characteristics of the cascade filter depend on many factors, mainly on pole-zero pairing, section ordering and gain assignment. Just the procedure for an optimal gain assignment...

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Main Author: J. Hospodka
Format: Article
Language:English
Published: Spolecnost pro radioelektronicke inzenyrstvi 2006-09-01
Series:Radioengineering
Subjects:
Online Access:http://www.radioeng.cz/fulltexts/2006/06_03_31_34.pdf
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author J. Hospodka
author_facet J. Hospodka
author_sort J. Hospodka
collection DOAJ
description This paper deals with a dynamic range optimization procedure for active filters based on the cascade realization. Dynamic characteristics of the cascade filter depend on many factors, mainly on pole-zero pairing, section ordering and gain assignment. Just the procedure for an optimal gain assignment for particular biquadratic sections is discussed in this paper. The input parameters of the procedure are parameters of particular biquads i.e. pole frequency É0, quality factor Q, eventually zero frequency Én for elliptic section and the transfer function type of the section. The gain is distributed so that output signal limitation of particular biquads occurs for the same level of the filter input signal. The procedure is versatile - can be used for analog as well as for digital filters with the cascade structure. The presented algorithm is fully universal (does not suppose any simplification). It has been used in Syntfil package for the filter design in the mathematical program Maple.
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spelling doaj.art-5eff3988141246aba9d438fae66c39c42022-12-21T20:14:31ZengSpolecnost pro radioelektronicke inzenyrstviRadioengineering1210-25122006-09-011533134Optimization of Dynamic Range of Cascade Filter RealizationJ. HospodkaThis paper deals with a dynamic range optimization procedure for active filters based on the cascade realization. Dynamic characteristics of the cascade filter depend on many factors, mainly on pole-zero pairing, section ordering and gain assignment. Just the procedure for an optimal gain assignment for particular biquadratic sections is discussed in this paper. The input parameters of the procedure are parameters of particular biquads i.e. pole frequency É0, quality factor Q, eventually zero frequency Én for elliptic section and the transfer function type of the section. The gain is distributed so that output signal limitation of particular biquads occurs for the same level of the filter input signal. The procedure is versatile - can be used for analog as well as for digital filters with the cascade structure. The presented algorithm is fully universal (does not suppose any simplification). It has been used in Syntfil package for the filter design in the mathematical program Maple.www.radioeng.cz/fulltexts/2006/06_03_31_34.pdfGain assignmentcascade filter realizationdynamic range optimization
spellingShingle J. Hospodka
Optimization of Dynamic Range of Cascade Filter Realization
Radioengineering
Gain assignment
cascade filter realization
dynamic range optimization
title Optimization of Dynamic Range of Cascade Filter Realization
title_full Optimization of Dynamic Range of Cascade Filter Realization
title_fullStr Optimization of Dynamic Range of Cascade Filter Realization
title_full_unstemmed Optimization of Dynamic Range of Cascade Filter Realization
title_short Optimization of Dynamic Range of Cascade Filter Realization
title_sort optimization of dynamic range of cascade filter realization
topic Gain assignment
cascade filter realization
dynamic range optimization
url http://www.radioeng.cz/fulltexts/2006/06_03_31_34.pdf
work_keys_str_mv AT jhospodka optimizationofdynamicrangeofcascadefilterrealization