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Low peak derivative sum of sines

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Caza-Szoka, M., Massicotte, D. et Ahmed Ouameur, M. (2021, May 17-20). Low peak derivative sum of sines. Dans 2021 IEEE International Instrumentation and Measurement Technology Conference (I2MTC), Glasgow, Scotland.

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Résumé

This paper proposes a method to generate multisines signals with reduced peak derivative. This is done by adjusting the phases in the Fourier domain with Genetic Algorithm such that in the time domain the maximum absolute signal's derivative is minimized. The performance evaluation is made by comparing the method to signals with the same spectrum but with phase adjusted randomly. It will be shown for an audio test signal case study of a multisines signal comprising 2500 sines that a reduction of 42% with respect to the mean maximum peak derivative and 31% with respect to the minimum maximum peak derivative over 1 million random trials. The proposed method is contrasted with a low crest factor signal method. It is found that there is a positive correlation between peak amplitude and peak derivative when signals are generated with random phases. Moreover, the signals obtained by minimizing either the peak amplitude of the peak derivative had also good performances with respect to the non-optimized criterion.

Type de document: Document issu d'une conférence ou d'un atelier
Mots-clés libres: Excitation Signal Crests Factor LTI Nonlinear Genetic algorithms Room impulse response
Date de dépôt: 09 mai 2022 15:11
Dernière modification: 09 mai 2022 15:28
URI: https://depot-e.uqtr.ca/id/eprint/10125

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