Computational sound field in a virtual environment via field data in an arbitrary real environment
It is useful to compute sound field of a source in a virtual environment which is different from the measurement environment. For example, some properties of sound source, such as directivity index and frequency response curve, are required to be measured in an anechoic room or free space, but both...
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2019-01-01
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doaj-cae2dc4efbfd415d8a325f580a4e29af2021-03-02T09:26:13ZengEDP SciencesMATEC Web of Conferences2261-236X2019-01-012830400610.1051/matecconf/201928304006matecconf_fcac2019_04006Computational sound field in a virtual environment via field data in an arbitrary real environmentLi XiaoleiGao DazhiWang NingIt is useful to compute sound field of a source in a virtual environment which is different from the measurement environment. For example, some properties of sound source, such as directivity index and frequency response curve, are required to be measured in an anechoic room or free space, but both of them cannot be always accessible. Consequently, it will be useful to compute sound field of a source in free space when sound field of the source is not measured in the free space. In the aforementioned example, the free space is a virtual environment. Based on reciprocity theorem and modal expansion, a method to predict sound field of a source in a virtual environment is given in this paper when the scattering effect of the source can be neglected. Reciprocity theorem builds the relationship between measured sound field and predicted sound field, which plays an important role in the method. Green’s function in the virtual environment is needed in the method. To restrict measurement points on an enclosed surface, the Green’s function is expanded by a set of modes. A simulation is given to examine the validity of the method.https://www.matec-conferences.org/articles/matecconf/pdf/2019/32/matecconf_fcac2019_04006.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Li Xiaolei Gao Dazhi Wang Ning |
spellingShingle |
Li Xiaolei Gao Dazhi Wang Ning Computational sound field in a virtual environment via field data in an arbitrary real environment MATEC Web of Conferences |
author_facet |
Li Xiaolei Gao Dazhi Wang Ning |
author_sort |
Li Xiaolei |
title |
Computational sound field in a virtual environment via field data in an arbitrary real environment |
title_short |
Computational sound field in a virtual environment via field data in an arbitrary real environment |
title_full |
Computational sound field in a virtual environment via field data in an arbitrary real environment |
title_fullStr |
Computational sound field in a virtual environment via field data in an arbitrary real environment |
title_full_unstemmed |
Computational sound field in a virtual environment via field data in an arbitrary real environment |
title_sort |
computational sound field in a virtual environment via field data in an arbitrary real environment |
publisher |
EDP Sciences |
series |
MATEC Web of Conferences |
issn |
2261-236X |
publishDate |
2019-01-01 |
description |
It is useful to compute sound field of a source in a virtual environment which is different from the measurement environment. For example, some properties of sound source, such as directivity index and frequency response curve, are required to be measured in an anechoic room or free space, but both of them cannot be always accessible. Consequently, it will be useful to compute sound field of a source in free space when sound field of the source is not measured in the free space. In the aforementioned example, the free space is a virtual environment. Based on reciprocity theorem and modal expansion, a method to predict sound field of a source in a virtual environment is given in this paper when the scattering effect of the source can be neglected. Reciprocity theorem builds the relationship between measured sound field and predicted sound field, which plays an important role in the method. Green’s function in the virtual environment is needed in the method. To restrict measurement points on an enclosed surface, the Green’s function is expanded by a set of modes. A simulation is given to examine the validity of the method. |
url |
https://www.matec-conferences.org/articles/matecconf/pdf/2019/32/matecconf_fcac2019_04006.pdf |
work_keys_str_mv |
AT lixiaolei computationalsoundfieldinavirtualenvironmentviafielddatainanarbitraryrealenvironment AT gaodazhi computationalsoundfieldinavirtualenvironmentviafielddatainanarbitraryrealenvironment AT wangning computationalsoundfieldinavirtualenvironmentviafielddatainanarbitraryrealenvironment |
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1724239431325450240 |