Reproducing the acoustic velocity vectors in a spherical listening region
Reproducing the acoustic velocity vectors in a spherical listening region
Acoustic velocity vectors (AVVs) are related to the human's perception of sound at low frequencies and are widely used in Ambisonics. This paper proposes a spatial sound field reproduction algorithm called velocity matching, which reproduces the AVVs in the spherical listening region by matching the AVVs' spherical harmonic coefficients. Using the sound field translation formula, the spherical harmonic coefficients of the AVVs are derived from the spherical harmonic coefficients of the pressure, which can be measured by a higher-order microphone array. Unlike algorithms that only control the AVVs at discrete sweet spots, the proposed velocity matching algorithm manipulates the AVVs in the whole spherical listening region and allows the listener to move beyond the sweet spots. Simulations show the proposed velocity matching algorithm accurately reproduces the AVVs in the spherical listening region and requires fewer number of loudspeakers than pressure matching algorithm.
Wang, Jiarui
ead7bb44-218c-4290-9f59-8f4fa6765f42
Abhayapala, Thushara
834037d5-2f67-4d9f-a86c-ffbd6e475f9d
Zhang, Jihui Aimee
6c5536d1-5066-437b-987c-c2307021709d
Samarasinghe, Prasanga
a82cb814-1e2f-4499-84ca-618be978db62
14 July 2023
Wang, Jiarui
ead7bb44-218c-4290-9f59-8f4fa6765f42
Abhayapala, Thushara
834037d5-2f67-4d9f-a86c-ffbd6e475f9d
Zhang, Jihui Aimee
6c5536d1-5066-437b-987c-c2307021709d
Samarasinghe, Prasanga
a82cb814-1e2f-4499-84ca-618be978db62
[Unknown type: UNSPECIFIED]
Abstract
Acoustic velocity vectors (AVVs) are related to the human's perception of sound at low frequencies and are widely used in Ambisonics. This paper proposes a spatial sound field reproduction algorithm called velocity matching, which reproduces the AVVs in the spherical listening region by matching the AVVs' spherical harmonic coefficients. Using the sound field translation formula, the spherical harmonic coefficients of the AVVs are derived from the spherical harmonic coefficients of the pressure, which can be measured by a higher-order microphone array. Unlike algorithms that only control the AVVs at discrete sweet spots, the proposed velocity matching algorithm manipulates the AVVs in the whole spherical listening region and allows the listener to move beyond the sweet spots. Simulations show the proposed velocity matching algorithm accurately reproduces the AVVs in the spherical listening region and requires fewer number of loudspeakers than pressure matching algorithm.
Text
2307.07200v4
- Author's Original
Available under License Other.
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Published date: 14 July 2023
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Local EPrints ID: 492488
URI: http://eprints.soton.ac.uk/id/eprint/492488
PURE UUID: d045befa-09f0-4025-856a-8b9739eabd2f
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Date deposited: 30 Jul 2024 16:31
Last modified: 31 Jul 2024 02:06
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Author:
Jiarui Wang
Author:
Thushara Abhayapala
Author:
Jihui Aimee Zhang
Author:
Prasanga Samarasinghe
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