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Noise radiation from moving surfaces

机译:运动表面发出的噪音

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In the present work, the development of a 3-D boundary element method (BEM) for determining the radiation. the reflexion and the diffraction of the sound field around several independently moving bodies with vibrating and, hence, sound producing surfaces is described. Starting from the differential equation for linear acoustics, the so-called general Kirchhoff formula can be derived. This integral equation is the basis for the numerical approximation by the BEM. For the investigation of the sound field of independently moving bodies, an evaluation in the time domain is inevitable. The singular integrals, which arise in the direct BEM, require a careful evaluation. The numerical effort for the calculation and solution of the arising systems of equations can be reduced considerably by restricting the movement of the sound sources to uniform translation with constant velocity. The stability and accuracy of the method is investigated using some simple examples. A comparison with an analytical solution shows that the application of the presented method is possible even at high subsonic speeds (see. Baaran, Schallfeldanalyse bei sich bewegenden schallerzeugenden Korpern. Braunschweiger Schriften zur Mechanik 38-1999. Mechunik- Zentrum der TU Braunschweig 1999). Here, the performance of the algorithm is demonstrated by the computation of two realistic examples,
机译:在目前的工作中,用于确定辐射的3-D边界元方法(BEM)的发展。描述了具有振动并因此产生声音的表面在几个独立运动的物体周围的声场的反射和绕射。从线性声学的微分方程出发,可以推导出所谓的通用基尔霍夫公式。该积分方程是BEM进行数值逼近的基础。为了研究独立运动的物体的声场,在时域中进行评估是不可避免的。直接BEM中出现的奇异积分需要仔细评估。通过将声源的运动限制为恒定速度的均匀平移,可以显着减少用于计算和解方程组的数字化工作。使用一些简单的例子来研究该方法的稳定性和准确性。与分析解决方案的比较表明,即使在高亚音速下,也可以应用所提出的方法(请参见Baaran,Schallfeldanalyse bei sich bewegenden schallerzeugenden Korpern,Braunschweiger Schriften zur Mechanik 38-1999,Mechunik-Zentrum der TU Braunschweig 1999)。在此,通过计算两个实际示例来证明算法的性能,

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