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An investigation in acoustic holography using the Helmholtz equation-least squares method.

机译:使用Helmholtz方程-最小二乘法进行声全息照相法的研究。

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摘要

An investigation is undertaken to validate the Helmholtz Equation-Least Squares (HELS) method, a novel approach in acoustic holography. The HELS method, like other acoustic holography methods, allows for 3-D reconstruction of the radiated sound field based on 2-D measurements of acoustic pressure signals. It does so by assuming the pressure field to be written as a series expansion in spherical wave functions and uses the collocation method to solve for the expansion coefficients. This expansion is shown to be valid for non-spherical objects as long as the aspect ratio is not very high. Also, the parameters of the expansion are investigated, namely the number of functions used and the number and locations of measurements. It is found that the number of expansion functions is dependent on the frequency, size of object and measurement distance. Meanwhile, the number of measurements must exceed the number of functions by more than half for the reconstruction to be accurate. Also, the HELS method is found to be able to accurately reconstruct the pressure field based on partial planar measurements. The HELS method is validated experimentally on a bowling ball, a vehicle front end and an engine block. In the vehicle front end case, the pressure is measured on two planes parallel to the object surfaces. The coefficients obtained from employing the HELS method on the data from the plane farther away are used to reconstruct the acoustic pressure on the plane nearer to the surface where a comparison takes place with very good results. The intensity and the far field pressure are calculated for the case of the engine block and shown to be accurate. A prototype of a holography system based on this method is developed and validated. This prototype uses a 16 microphone array and a data acquisition and processing modules interfaced with the HELS algorithm. This holography system based on the HELS method is found to improve efficiency and functionality of the holography procedure.
机译:进行了调查以验证Helmholtz方程-最小二乘(HELS)方法,这是声学全息术中的一种新方法。像其他声学全息方法一样,HELS方法允许基于声压信号的2D测量对辐射声场进行3D重建。通过假设将压力场写为球面波函数中的级数展开,并使用搭配方法来求解其展开系数。只要长宽比不是很高,这种扩展就对非球形对象有效。此外,还研究了扩展的参数,即使用的功能数量以及测量的数量和位置。发现扩展函数的数量取决于频率,物体大小和测量距离。同时,测量的数量必须超过功能的数量一半以上,以使重建准确。而且,发现HELS方法能够基于部分平面测量值准确地重建压力场。 HELS方法在保龄球,车辆前端和发动机缸体上经过实验验证。在车辆前端的情况下,在平行于物体表面的两个平面上测量压力。通过对距离较远的平面的数据采用HELS方法获得的系数,可用于在离表面较近的平面上重建声压,并进行比较,结果非常好。强度和远场压力是针对发动机缸体的情况计算得出的,显示为准确的。开发并验证了基于此方法的全息系统的原型。该原型使用16个麦克风阵列以及与HELS算法接口的数据采集和处理模块。发现基于HELS方法的全息系统可提高全息程序的效率和功能。

著录项

  • 作者

    Rayess, Nassif Elias.;

  • 作者单位

    Wayne State University.;

  • 授予单位 Wayne State University.;
  • 学科 Engineering Mechanical.; Physics Acoustics.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 253 p.
  • 总页数 253
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 机械、仪表工业;声学;
  • 关键词

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