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Cited 3 time in webofscience Cited 3 time in scopus
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Single-Channel Multiple-Receiver Sound Source Localization System with Homomorphic Deconvolution and Linear Regressionopen access

Authors
Park, YeonseokChoi, AnthonyKim, Keonwook
Issue Date
Feb-2021
Publisher
MDPI
Keywords
linear regression; sound source localization; single channel; time of flight; angle of arrival; homomorphic deconvolution; cepstrum; machine learning; Yule– Walker; Prony; Steiglitz– McBride; vehicle
Citation
SENSORS, v.21, no.3, pp 1 - 24
Pages
24
Indexed
SCIE
SCOPUS
Journal Title
SENSORS
Volume
21
Number
3
Start Page
1
End Page
24
URI
https://scholarworks.dongguk.edu/handle/sw.dongguk/5408
DOI
10.3390/s21030760
ISSN
1424-8220
1424-3210
Abstract
The conventional sound source localization systems require the significant complexity because of multiple synchronized analog-to-digital conversion channels as well as the scalable algorithms. This paper proposes a single-channel sound localization system for transport with multiple receivers. The individual receivers are connected by the single analog microphone network which provides the superimposed signal over simple connectivity based on asynchronized analog circuit. The proposed system consists of two computational stages as homomorphic deconvolution and machine learning stage. A previous study has verified the performance of time-of-flight estimation by utilizing the non-parametric and parametric homomorphic deconvolution algorithms. This paper employs the linear regression with supervised learning for angle-of-arrival prediction. Among the circular configurations of receiver positions, the optimal location is selected for three-receiver structure based on the extensive simulations. The non-parametric method presents the consistent performance and Yule-Walker parametric algorithm indicates the least accuracy. The Steiglitz-McBride parametric algorithm delivers the best predictions with reduced model order as well as other parameter values. The experiments in the anechoic chamber demonstrate the accurate predictions in proper ensemble length and model order.
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