Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method

碩士 === 逢甲大學 === 電聲碩士學位學程 === 102 === This paper develops a method for estimating the important and hardly measured nonlinear electroacoustic parameters in moving-coil loudspeaker based on conjugate gradient method and variable-metric method. By measuring the information of loudspeaker displacement a...

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Main Author: 王智弘
Other Authors: 王啟昌
Format: Others
Language:zh-TW
Published: 2014
Online Access:http://ndltd.ncl.edu.tw/handle/92061021827507825091
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spelling ndltd-TW-102FCU054420162015-10-13T23:49:49Z http://ndltd.ncl.edu.tw/handle/92061021827507825091 Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method 動圈式揚聲器非線性電聲參數預測之逆運算法探討 王智弘 碩士 逢甲大學 電聲碩士學位學程 102 This paper develops a method for estimating the important and hardly measured nonlinear electroacoustic parameters in moving-coil loudspeaker based on conjugate gradient method and variable-metric method. By measuring the information of loudspeaker displacement and current, three hardly measured mechanical domain parameters, including loudspeaker diaphragm mass , nonlinear damping coefficient and diaphragm suspension system stiffness coefficient and the two electrical domain parameters, unknown force factor and voice coil inductance and diaphragm suspension system stiffness coefficient can be calculated inversely through direct problem, adjoint equation problem and sensitivity problem calculation procedures. According to the validation of numerical simulation, the addition of coefficient scale adjustment actually improves the stability of prediction result effectively. In addition, based on simple electroacoustic measurement and numerical calculation, even if there is measurement error, this method can obtain good result, meaning the inverse electroacoustic theory proposed in this paper can reduce the effect of measurement error effectively. 王啟昌 2014 學位論文 ; thesis 78 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 逢甲大學 === 電聲碩士學位學程 === 102 === This paper develops a method for estimating the important and hardly measured nonlinear electroacoustic parameters in moving-coil loudspeaker based on conjugate gradient method and variable-metric method. By measuring the information of loudspeaker displacement and current, three hardly measured mechanical domain parameters, including loudspeaker diaphragm mass , nonlinear damping coefficient and diaphragm suspension system stiffness coefficient and the two electrical domain parameters, unknown force factor and voice coil inductance and diaphragm suspension system stiffness coefficient can be calculated inversely through direct problem, adjoint equation problem and sensitivity problem calculation procedures. According to the validation of numerical simulation, the addition of coefficient scale adjustment actually improves the stability of prediction result effectively. In addition, based on simple electroacoustic measurement and numerical calculation, even if there is measurement error, this method can obtain good result, meaning the inverse electroacoustic theory proposed in this paper can reduce the effect of measurement error effectively.
author2 王啟昌
author_facet 王啟昌
王智弘
author 王智弘
spellingShingle 王智弘
Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
author_sort 王智弘
title Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
title_short Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
title_full Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
title_fullStr Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
title_full_unstemmed Nonlinear Electroacoustic Parameters Estimate of Moving-Coil Loudspeaker by Inverse Method
title_sort nonlinear electroacoustic parameters estimate of moving-coil loudspeaker by inverse method
publishDate 2014
url http://ndltd.ncl.edu.tw/handle/92061021827507825091
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