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FEM-BEM-coupling and structural-acoustic sensitivity analysis for shell geometries

机译:壳体几何形状的FEM-BEM耦合和结构声学灵敏度分析

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Passive noise control by modification of structural geometry moves more and more into the field of vision for designers. This structural-acoustic optimization shows high potential in minimization of radiated noise especially for thin shell geometries. Since computer systems have been enhanced dramatically in recent years numerical simulation of structural vibration and acoustic field was accelerated significantly. But still the sensitivity analysis represents the bottle neck in computational efforts of gradient-based optimization. Furthermore, the coupling between FE and BE analysis in structural-acoustic simulation of large scale models will occur as an additional challenge because of non-matching meshes. In this paper, a fast method for computation of sensitivities of acoustic properties with respect to shell geometry is presented. Therefore, a concept to parameterize the structural geometry is explained. Additionally, the coupling procedure is simplified to reduce computational effort. Finally, this method is applied to an academic example. The sensitivity of the sound pressure at an internal point of an oblique box is investigated, when one side of this six-sided box is geometrically modified.
机译:通过修改结构的几何形状进行无源噪声控制越来越多地进入了设计人员的视野。这种结构声学优化在将辐射噪声最小化方面显示出很高的潜力,尤其是对于薄壳几何形状。由于近年来计算机系统得到了显着增强,因此结构振动和声场的数值模拟得到了显着加速。但是,敏感性分析仍然代表了基于梯度的优化计算工作的瓶颈。此外,由于网格不匹配,在大型模型的结构声学模拟中,有限元分析和BE分析之间的耦合将成为另一个挑战。在本文中,提出了一种计算声学特性相对于壳体几何形状的灵敏度的快速方法。因此,说明了参数化结构几何形状的概念。此外,简化了耦合过程以减少计算量。最后,将该方法应用于一个学术实例。当对该六面盒的一侧进行几何修改时,研究了斜盒内部点处的声压灵敏度。

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