Inverse filter design and equalization zones in multichannel sound reproduction
Inverse filter design and equalization zones in multichannel sound reproduction
A discussion is given of two techniques for designing inverse filters for use in multichannel sound reproduction systems. The first is the multiple-input/output inverse filtering theorem, which uses direct inversion of a matrix containing the coefficients of filters used to specify the electroacoustic transmission paths. The second is an adaptive technique based on the Multiple Error LMS algorithm. The theory presented reconciles the two approaches and furthermore, derives explicit conditions which must be fulfilled if an exact inverse is to exist. A formula is derived which gives the number of coefficients required in the inverse filters in terms of the number of coefficients used to represent the transmission paths. Some numerical examples are also presented which illustrate the dependence of the mean square error on both the choice of modeling delay and the number of coefficients in the inverse filters. Finally, the results of some simulations are given which demonstrate the acoustical possibilities associated with these filtering techniques.
185-192
Nelson, Philip A.
5c6f5cc9-ea52-4fe2-9edf-05d696b0c1a9
Orduña-Bustamante, Felipe
442c3103-da2b-47cf-ba5e-eb9a6fd43181
Hamada, Hareo
63a6b688-1872-403b-96d4-0d632a098793
1 May 1995
Nelson, Philip A.
5c6f5cc9-ea52-4fe2-9edf-05d696b0c1a9
Orduña-Bustamante, Felipe
442c3103-da2b-47cf-ba5e-eb9a6fd43181
Hamada, Hareo
63a6b688-1872-403b-96d4-0d632a098793
Nelson, Philip A., Orduña-Bustamante, Felipe and Hamada, Hareo
(1995)
Inverse filter design and equalization zones in multichannel sound reproduction.
IEEE Transactions on Speech and Audio Processing, 3 (3), .
(doi:10.1109/89.388144).
Abstract
A discussion is given of two techniques for designing inverse filters for use in multichannel sound reproduction systems. The first is the multiple-input/output inverse filtering theorem, which uses direct inversion of a matrix containing the coefficients of filters used to specify the electroacoustic transmission paths. The second is an adaptive technique based on the Multiple Error LMS algorithm. The theory presented reconciles the two approaches and furthermore, derives explicit conditions which must be fulfilled if an exact inverse is to exist. A formula is derived which gives the number of coefficients required in the inverse filters in terms of the number of coefficients used to represent the transmission paths. Some numerical examples are also presented which illustrate the dependence of the mean square error on both the choice of modeling delay and the number of coefficients in the inverse filters. Finally, the results of some simulations are given which demonstrate the acoustical possibilities associated with these filtering techniques.
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Published date: 1 May 1995
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Local EPrints ID: 468796
URI: http://eprints.soton.ac.uk/id/eprint/468796
ISSN: 1063-6676
PURE UUID: 15399d6d-2943-4fdf-9589-b378e3493866
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Date deposited: 25 Aug 2022 17:22
Last modified: 17 Mar 2024 02:32
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Author:
Felipe Orduña-Bustamante
Author:
Hareo Hamada
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