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Frequency-Response Masking-Based Design of Nearly Perfect-Reconstruction Two-Channel FIR Filterbanks With Rational Sampling Factors

In order to ensure a good filterbank (FB) performance in cases where there are significant changes in the subband signals, the filters in such FBs must have very narrow transition bandwidths. When using conventional finite-impulse response (FIR) filters as building blocks for generating these FBs, t...

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Published in:IEEE transactions on circuits and systems. I, Regular papers Regular papers, 2008-08, Vol.55 (7), p.2002-2012
Main Authors: Bregovic, Robert, Lim, Yong Ching, Saramaki, Tapio
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Language:English
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cited_by cdi_FETCH-LOGICAL-c353t-1284e54e42fb4e748b71983aae08a87fc7550d8c1c2a059e61d76da5a1061a293
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container_title IEEE transactions on circuits and systems. I, Regular papers
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creator Bregovic, Robert
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description In order to ensure a good filterbank (FB) performance in cases where there are significant changes in the subband signals, the filters in such FBs must have very narrow transition bandwidths. When using conventional finite-impulse response (FIR) filters as building blocks for generating these FBs, this implies that their orders become very high, thereby resulting in a high overall arithmetic complexity. For considerably reducing the overall complexity, this contribution exploits the frequency-response masking (FRM) technique for synthesizing FIR filters for the above-mentioned FBs, where rational sampling factors are used. Comparisons between various optional methods of utilizing the FRM technique for designing FBs under consideration shows that the most efficient one, from both the design and the implementation viewpoints, are FBs that are constructed such that the bandedge-shaping or periodic filters are evaluated at the input sampling rate and the masking filters at the output sampling rate. This is shown by means of illustrative examples.
doi_str_mv 10.1109/TCSI.2008.918007
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source IEEE Electronic Library (IEL) Journals
subjects Arithmetic
Bandwidth
Circuits
Complexity
Construction
Design engineering
Digital filters
Finite impulse response filter
FIR filters
Frequency synthesizers
Frequency-response masking (FRM) technique
Image analysis
Laboratories
Masking
nonuniform filterbanks (FBs)
rational sampling rate conversion
Sampling
Sampling methods
Signal processing
Signal sampling
two-channel FBs
title Frequency-Response Masking-Based Design of Nearly Perfect-Reconstruction Two-Channel FIR Filterbanks With Rational Sampling Factors
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