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Study of some aspects of acoustic propagation in non-uniform flows by the finite element method

机译:有限元方法研究非均匀流动声传播的一些方面

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The acoustic waves propagation into lined ducts with sheared mean flow is a difficult problem because of the effects of mean velocity of medium and their associated gradients. The resolution of this problem requires the use of numerical methods, particularly when intricated geometrical configurations are considered. Many authors have studied this problem [2-4], results obtained with various numerical methods have shown that the acoustic pressure and velocity are greatly distorted by the shear flow, especially in the regions containing strong gradients of flow [2-3]. Nevertheless, these methods are generally not able to handle complex geometries and are often limited to simple configurations of mean flow. The aim of this work is the development of the finite element method (FEM) scheme to solve a system of first order partial differential equations in acoustic pressure and particle- velocity.
机译:由于介质及其相关梯度的平均速度的影响,声波与剪切平均流量的夹持平均流动的传播是难题。该问题的解决需要使用数值方法,特别是当考虑复杂的几何配置时。许多作者已经研究了这个问题[2-4],用各种数值方法获得的结果表明,声压和速度大大扭曲了剪切流量,尤其是在含有强流程梯度的区域中的区域[2-3]。然而,这些方法通常不能处理复杂的几何形状,并且通常限于平均流量的简单配置。这项工作的目的是开发有限元方法(FEM)方案,以解决声压和粒子速度的一级偏微分方程的系统。

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