Acoustic model order reduction for the lowest condition number in inverse method
Author(s) -
Reza Madoliat,
Nowrouz Mohammad Nouri,
Ali Rahrovi
Publication year - 2017
Publication title -
aip advances
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.421
H-Index - 58
ISSN - 2158-3226
DOI - 10.1063/1.4985719
Subject(s) - inverse , position (finance) , acoustics , reduction (mathematics) , inverse problem , acoustic source localization , sound (geography) , inverse method , speed of sound , physics , computer science , mathematics , mathematical analysis , geometry , finance , economics
Acoustic sources with wide surfaces can be broken down in a fluid environment into smaller acoustic sources. In this study, a general model is presented, indicating the type, number, direction, position and strength of these sources in such a way that the main sound and the sound of the equivalent sources match each other acceptably. When the position and direction of the source is determined, the strength of the source can be found using the inverse method. However, since the solution is not unique in the inverse method, a different acoustic strength is obtained for the sources if different positions are selected. By selecting an arrangement of general sources and using an optimization algorithm, the least possible mismatch between the main sound and the sound of equivalent sources can be achieved. In the inverse method, it is important to reduce the effects of measurement errors. The sensor placement and acoustic model order reduction (AMOR) are studied for reducing these effects
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