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The sensitivity of high-order filter networks to component matching-tolerances increases with filter order. For an audio loudspeaker`s crossover network that is designed to sum to an all pass network, we demonstrate that the sensitivity to component matching tolerances may be dwarfed by sensitivities to other effects. We examine second- to eighth-order Linkwitz-Riley crossovers. The analysis also subsumes networks with transmission zeros and optimized networks where the effects of frequency-response errors introduced by the driver`s respective transfer functions are minimized. We remark on crossover networks that are least sensitive to the combined effects of component tolerances, path-delay effects, the interaction of filter sections in speakers that divide the incoming signal into three or more sub-bands, and driver transfer functions.
Author (s): Cochenour, Brandon;
Chai, Carlos;
Rich, David A.;
Affiliation:
Electrical and Computer Engineering Department, Lafayette College, Easton, PA
(See document for exact affiliation information.)
AES Convention: 114
Paper Number:5729
Publication Date:
2003-03-06
Session subject:
Loudspeakers
DOI:
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Cochenour, Brandon; Chai, Carlos; Rich, David A.; 2003; Sensitivity of High Order Loudspeaker Crossover Networks with All Pass Response [PDF]; Electrical and Computer Engineering Department, Lafayette College, Easton, PA; Paper 5729; Available from: https://aes.org/publications/elibrary-page/?id=12509
Cochenour, Brandon; Chai, Carlos; Rich, David A.; Sensitivity of High Order Loudspeaker Crossover Networks with All Pass Response [PDF]; Electrical and Computer Engineering Department, Lafayette College, Easton, PA; Paper 5729; 2003 Available: https://aes.org/publications/elibrary-page/?id=12509
@inproceedings{Cochenour2003sensitivity,
title={{Sensitivity of High Order Loudspeaker Crossover Networks with All Pass Response}},
author={Cochenour, Brandon and Chai, Carlos and Rich, David A.},
year={2003},
month={mar},
booktitle={Journal of the Audio Engineering Society},
publisher={Paper 5729; AES Convention 114; March 2003},
number={5729},
organization={AES},
}
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