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A refined wideband acoustical holography based on equivalent source method

机译:基于等效源法的精炼宽带声学全息

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This paper is concerned with acoustical engineering and mathematical physics problem for the near-field acoustical holography based on equivalent source method (ESM-based NAH). An important mathematical physics problem in ESM-based NAH is to solve the equivalent source strength, which has multiple solving algorithms, such as Tikhonov regularization ESM (TRESM), iterative weighted ESM (IWESM) and steepest descent iteration ESM (SDIESM). To explore a new solving algorithm which can achieve better reconstruction performance in wide frequency band, a refined wideband acoustical holography (RWAH) is proposed. RWAH adopts IWESM below a transition frequency and switches to SDIESM above that transition frequency, and the principal components of input data in RWAH have been truncated. Further, the superiority of RWAH is verified by the comparison of comprehensive performance of TRESM, IWESM, SDIESM and RWAH. Finally, the experiments are conducted, confirming that RWAH can achieve better reconstruction performance in wide frequency band.
机译:本文涉及基于等效源法(基于ESM的NAH)近场声学全息术的声学工程和数学物理问题。基于ESM的NAH中的重要数学物理问题是解决了具有多个求解算法的等效源强度,例如Tikhonov正则化ESM(TRESM),迭代加权ESM(IWESM)和最陡峭的迭代ESM(SDIESM)。为了探讨一种可以在宽频带中实现更好的重建性能的新求解算法,提出了一种精炼宽带声学全息(RWAH)。 RWAH在过渡频率下方采用IWESM,并将其切换到上方的转换频率,并且RWAH中的输入数据的主要组成部分被截断。此外,RWAH的优越性通过比较Tresm,IWESM,SDIESM和RWAH的综合性能进行验证。最后,进行实验,确认RWAH可以在宽频带中实现更好的重建性能。

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