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Hybrid modelling techniques using acoustic boundary and finite element methods

机译:使用声学边界和有限元方法的混合模拟技术

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Acoustic analysis is becoming more commonplace due to the evolution of suitable analysis techniques and the increase in computational power of affordable computers. For small acoustic problems, i.e., where the region to be modelled is not large numbers of acoustic wavelengths in extent, the two most commonly used methods are finite elements (FE) and boundary elements (BE). These two techniques both have their advantages and disadvantages, depending on the problem to be solved. FE are definitely better if the fluid medium has inhomogeneous properties. BE do not deal as well with natural frequency calculations. For steady state harmonic response the BE method is better at exterior problems. For steady state harmonic response the BE method is better at exterior problems. For interior problems, either technique could be used - the author's opinion is that FE has the edge. The relative computational advantage of the FE will increase with the ratio of boundary to volume, as the geometry of the problem changes. Ease of mesh creation is another factor to be taken into account.
机译:由于合适的分析技术的演变和经济实惠的计算机的计算能力的增加,声学分析变得更加普遍。对于小的声学问题,即,在范围内建模的区域不是大量的声学波长,最常用的方法是有限元(FE)和边界元素(BE)。这两种技术都具有它们的优点和缺点,具体取决于要解决的问题。如果流体介质具有不均匀性质,则Fe绝对是更好的。与自然频率计算也不处理。对于稳态谐波响应,在外部问题方面是更好的方法。对于稳态谐波响应,在外部问题方面是更好的方法。对于内部问题,可以使用任何一种技术 - 作者的意见是FE具有优势。由于问题的几何形状,Fe的相对计算优势将随着边界与体积的比率而增加。易于网格创建是另一个要考虑的因素。

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