Langrenne Christophe, Melon Manuel, Garcia Alexandre
Laboratoire d' Acoustique, Conservatoire National des Arts et Metiers, 292 rue Saint Martin, Paris Cedex 3, France.
J Acoust Soc Am. 2009 Sep;126(3):1250-6. doi: 10.1121/1.3183594.
Due to excessive reverberation or to the presence of secondary noise sources, characterization of sound sources in enclosed space is rather difficult to perform. In this paper a process layer is used to recover the pressure field that the studied source would have radiated in free space. This technique requires the knowledge of both acoustic pressure and velocity fields on a closed surface surrounding the source. The calculation makes use of boundary element method and is performed in two steps. First, the outgoing pressure field is extracted from the measured data using a separation technique. Second, the incoming field then scattered by the tested source body is subtracted from the outgoing field to recover free field conditions. The studied source is a rectangular parallelepiped with seven mid-range loudspeakers mounted on it. It stands at 40 cm from the rigid ground of a semi-anechoic chamber which strongly modifies the radiated pressure field, especially on the underside. After the measured data have been processed, the loudspeaker positions are recovered with a fairly good accuracy. The acoustic inverse problem is also solved to calculate the velocity field on the source surface.
由于存在过多的混响或二次噪声源,在封闭空间中对声源进行表征相当困难。在本文中,使用一个处理层来恢复被研究声源在自由空间中本应辐射的压力场。该技术需要知道围绕声源的封闭表面上的声压和速度场。计算采用边界元法,分两步进行。首先,使用分离技术从测量数据中提取出射压力场。其次,将被测试声源体散射的入射场从出射场中减去,以恢复自由场条件。被研究声源是一个长方体,上面安装了七个中频扬声器。它距离半消声室的刚性地面40厘米,这会强烈改变辐射压力场,尤其是在底面。在对测量数据进行处理后,扬声器的位置能够以相当高的精度恢复。还解决了声学逆问题,以计算声源表面的速度场。