弹性边界非消声槽内声场预测方法的研究

Tang Rui, Zhang Yiming, Li Qi, Shang Dajing
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引用次数: 5

摘要

弹性边界无消声槽是一种应用广泛的实验设备,掌握其声场特性对声学测试非常重要。但预测方法仍需改进,以确保更好地与声场测试相适应。考虑到空气和水之间特性阻抗的巨大差异,以往的非消声罐弹性边界分析模型总是基于绝对软逼近来模拟声场边界。然而,绝对软和弹性对声场的边界效应有很大的不同,这可能是解析计算与实验结果存在明显差异的真正原因。由于边界、声场和声源之间存在复杂的耦合机制,水箱内声场分析的数值方法存在一定的局限性。为了准确预测弹性边界非消声水箱内的声场,本文建立了解析法和数值分析法。解析方法基于正波理论,考虑边界影响,构造一般速度势函数。数值方法以有限元理论为基础,利用声学有限元软件Actran进行计算,并通过建立的解析方法验证了数值方法的收敛有效性。进一步分析了绝对软边界和弹性边界对声场影响的差异。最后,在玻璃罐中进行了验证试验。通过对归一化声压幅值的比较,发现计算结果与实验结果吻合较好,特别是在低频范围内。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The investigation of the methods for predicting the sound field in a non-anechoic tank with elastic boundary
The non-anechoic tank with elastic boundary is a widely used experimental apparatus, and mastering the sound field characteristics is very important for acoustical testing. But the predicting methods still need to improve to ensure a better fit with sound field testing. Considering the enormous differences of the characteristic impedance between air and water, the analytical model of a non-anechoic tank with elastic boundary in previous works was always based on the absolute soft approximation to simulate the boundary of the sound field. However, the boundary effects on the sound field which are caused either by the absolute soft or the elastic are very different, and that may be the real reason why there are obvious differences between analytical calculations and experimental results. Because of the complex coupling mechanism among boundary, sound field and sound source, the numerical methods relevant to analysis of sound field in a tank are somewhat limited. In order accurately to forecast the sound field in a non-anechoic water tank with elastic boundary, both the analytical method and numerical analysis method are established in this study. The analytical method is based on normal-wave theory, in which the general velocity potential function is constructed by considering the boundary influence. The numerical method is based on finite element theory, in which the acoustics finite element software Actran is used for computing, and the convergence validity of the numerical method is verified by the established analytical method. Differences between the effects to the sound field caused by the absolute soft boundary and the elastic boundary are further analyzed. Finally, verification tests are carried out in a glass tank. By comparing the normalized amplitude of sound pressure, we found that the calculation and experimental results matches well, especially in the low frequency range.
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