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Diffraction from an Absorbing Half-Plane due to Finite Cylindrical Source

机译:有限圆柱源引起的吸收半平面的衍射

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摘要

Acoustic waves have a wide range of applications in modern .science. These are used as diagnostic tool in determining the mechanical parameters of fluids and solids. In addition, their application ranges from geophysics (seismic exploration techniques, bore-hole sounding) to quantitative nondestructive evaluation of mechanical structures, and acoustic tomography for medical purposes. Another important application is the problem of noise reduction. In case noise is radiated from aero-engines and or from inside wind tunnels, analysis of the acoustic diffrac-lion from absorbing planes in moving fluids is required. Rawlins [1] discussed time-harmonic diffraction of an acoustic line source by an absorbing half plane in the presence of a moving fluid and calculated the diffracted field. This analysis was further extended to a finite barrier by Asghar [2], Jones [3] considered a time harmonic line source parallel to a semi-infinite rigid plane in still air as well as in a moving inviscid fluid. It was further extended to a point source by Balasubramanyam [4], and to the diffraction of a cylindrical pulse by Rienstra [5].
机译:声波在现代科学中具有广泛的应用。这些用作确定流体和固体的机械参数的诊断工具。此外,它们的应用范围从地球物理(地震勘探技术,钻孔测深)到机械结构的定量无损评估以及医疗用声层析成像。另一个重要的应用是降噪问题。如果噪声是从航空发动机和/或从风洞内部辐射出来的,则需要分析运动流体中来自吸收平面的声扩散。 Rawlins [1]讨论了在存在运动流体的情况下,通过吸收半平面对声线源进行时谐衍射,并计算了衍射场。这种分析被Asghar [2]进一步扩展到一个有限的屏障,Jones [3]认为在一个静止的空气以及一个运动的无粘性流体中,一个平行于一个半无限刚性平面的时间谐波线源。 Balasubramanyam [4]将其进一步扩展为点源,Rienstra [5]将其扩展为圆柱脉冲的衍射。

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