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The analysis of plane discontinuities in offset cylindrical waveguides

机译:偏置圆柱波导中平面不连续性的分析

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This paper applies the re-expansion method for analyzing the effects on the sound field due to planar discontinuities at the junction of two offset circular acoustic waveguides. The normal modes in the two waveguides are expanded at the junction plane into a system of functions accounting for velocity singularities at the corner points. As the new expansion has a high convergence order, only a few terms have to be considered for obtaining the solution of most practical problems. This paper gives the equivalent impedance accounting for nonplanar waves into a plane-wave analysis. The last section of the paper applies the re-expansion technique to the case of two offset pipes (step discontinuity) and to that of an offset aperture in a cylindrical pipe (diaphragm-type discontinuity). The plots of the discontinuity inductance, characterized by Karal's factor, are quite similar but the values in the second case are 1.5-2 times larger, showing that the diaphragm-type discontinuity excites much more nonplanar evanescent modes than the step discontinuity. (C) 2015 Acoustical Society of America.
机译:本文应用重新扩展方法来分析两个偏置圆形声波导管交界处的平面不连续性对声场的影响。两个波导中的法线模式在结平面处扩展为一个函数系统,该函数系统考虑了角点处的速度奇异性。由于新扩展具有较高的收敛阶数,因此仅需考虑几个术语即可获得大多数实际问题的解决方案。本文将考虑非平面波的等效阻抗纳入平面波分析。本文的最后一部分将再扩展技术应用于两个偏置管(阶梯不连续)和圆柱管中偏置孔(膜片式不连续)的情况。以Karal因子为特征的不连续电感的图非常相似,但第二种情况下的值是1.5-2倍,表明隔膜型不连续性比阶跃不连续性激发出更多的非平面渐逝模式。 (C)2015年美国声学学会。

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