A. Celestinos, A. Devantier, A. Bezzola, R. Banka, and P. Brunet, "Estimating the Total Sound Power of Loudspeakers," Paper 9463, (2015 October.). doi:
A. Celestinos, A. Devantier, A. Bezzola, R. Banka, and P. Brunet, "Estimating the Total Sound Power of Loudspeakers," Paper 9463, (2015 October.). doi:
Abstract: When designing loudspeakers, a number of parameters have to be known. The total radiated sound power is one of these measures. Typically performed in anechoic conditions a large number of measurements are needed for this estimation. It is of interest to know how accurate this estimation is related to the actual radiated power. Two coherent point sound sources separated by 30 cm are simulated in three scenarios. The sound pressure is calculated over discrete points at a distance around a sphere covering the two point sources. The error between estimated and analytical sound power solution is computed. A number of different microphone arrangements are tested. Results suggest that spatial distribution over the sphere and the number of measurements is critical.
@article{celestinos2015estimating,
author={celestinos, adrian and devantier, allan and bezzola, andri and banka, ritesh and brunet, pascal},
journal={journal of the audio engineering society},
title={estimating the total sound power of loudspeakers},
year={2015},
volume={},
number={},
pages={},
doi={},
month={october},}
@article{celestinos2015estimating,
author={celestinos, adrian and devantier, allan and bezzola, andri and banka, ritesh and brunet, pascal},
journal={journal of the audio engineering society},
title={estimating the total sound power of loudspeakers},
year={2015},
volume={},
number={},
pages={},
doi={},
month={october},
abstract={when designing loudspeakers, a number of parameters have to be known. the total radiated sound power is one of these measures. typically performed in anechoic conditions a large number of measurements are needed for this estimation. it is of interest to know how accurate this estimation is related to the actual radiated power. two coherent point sound sources separated by 30 cm are simulated in three scenarios. the sound pressure is calculated over discrete points at a distance around a sphere covering the two point sources. the error between estimated and analytical sound power solution is computed. a number of different microphone arrangements are tested. results suggest that spatial distribution over the sphere and the number of measurements is critical.},}
TY - paper
TI - Estimating the Total Sound Power of Loudspeakers
SP -
EP -
AU - Celestinos, Adrian
AU - Devantier, Allan
AU - Bezzola, Andri
AU - Banka, Ritesh
AU - Brunet, Pascal
PY - 2015
JO - Journal of the Audio Engineering Society
IS -
VO -
VL -
Y1 - October 2015
TY - paper
TI - Estimating the Total Sound Power of Loudspeakers
SP -
EP -
AU - Celestinos, Adrian
AU - Devantier, Allan
AU - Bezzola, Andri
AU - Banka, Ritesh
AU - Brunet, Pascal
PY - 2015
JO - Journal of the Audio Engineering Society
IS -
VO -
VL -
Y1 - October 2015
AB - When designing loudspeakers, a number of parameters have to be known. The total radiated sound power is one of these measures. Typically performed in anechoic conditions a large number of measurements are needed for this estimation. It is of interest to know how accurate this estimation is related to the actual radiated power. Two coherent point sound sources separated by 30 cm are simulated in three scenarios. The sound pressure is calculated over discrete points at a distance around a sphere covering the two point sources. The error between estimated and analytical sound power solution is computed. A number of different microphone arrangements are tested. Results suggest that spatial distribution over the sphere and the number of measurements is critical.
When designing loudspeakers, a number of parameters have to be known. The total radiated sound power is one of these measures. Typically performed in anechoic conditions a large number of measurements are needed for this estimation. It is of interest to know how accurate this estimation is related to the actual radiated power. Two coherent point sound sources separated by 30 cm are simulated in three scenarios. The sound pressure is calculated over discrete points at a distance around a sphere covering the two point sources. The error between estimated and analytical sound power solution is computed. A number of different microphone arrangements are tested. Results suggest that spatial distribution over the sphere and the number of measurements is critical.
Authors:
Celestinos, Adrian; Devantier, Allan; Bezzola, Andri; Banka, Ritesh; Brunet, Pascal
Affiliation:
Samsung Research America, Valencia, CA, USA
AES Convention:
139 (October 2015)
Paper Number:
9463
Publication Date:
October 23, 2015Import into BibTeX
Subject:
Spatial Audio
Permalink:
http://www.aes.org/e-lib/browse.cfm?elib=18019