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Study of thermoviscous dissipation on axisymmetric wave propagating in a shear pipeline flow confined by rigid wall. Part I. theoretical formulation

机译:刚性壁限制剪切管道中轴对称波传播的热粘性耗散研究。第一部分理论表述

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Axisymmetric acoustic wave propagation in a shear pipeline flow confined by a rigid wall is studied in the two-part paper. The effects of viscous friction and thermal conduction on the acoustic wave propagating in the liquid and perfect gas are respectively analyzed under different configurations of acoustic frequency and shear flow profile. In Part 1 of this paper, mathematical models of non-isentropic and isentropic acoustic waves are formulated based on the conservation of mass, momentum and energy for both liquid and perfect gas. Meanwhile, comprehensive solutions based on the Fourier-Bessel theory are provided, which gives a general methodology of iteratively calculating features of the acoustic wave. Numerical comparisons with previous simplified models verify the validity of the proposed models and solutions.
机译:分为两部分,研究了在刚性壁面约束的剪切管道中轴对称声波的传播。在不同的声频和剪切流剖面配置下,分别分析了粘滞摩擦和热传导对在液体和完美气体中传播的声波的影响。在本文的第1部分中,基于液体和完美气体的质量,动量和能量守恒,建立了非等熵和等熵声波的数学模型。同时,提供了基于傅立叶-贝塞尔理论的综合解决方案,它给出了迭代计算声波特征的通用方法。与先前简化模型的数值比较验证了所提出模型和解决方案的有效性。

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