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Layout optimization of viscoelastic damping for noise control of mid-frequency vibro-acoustic systems

机译:中频振动声系统噪声控制粘弹性阻尼的布局优化

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摘要

This paper presents an integrated, new, and generic framework for layout optimization of viscoelastic damping for noise control of mid-frequency vibro-acoustic systems. The method is developed based on the concept of power balance among different modal energies between coupled structural and acoustic subsystems and is formulated within the framework of a statistical modal energy distribution analysis (SmEdA). In the novel optimization formulation, the total energy of the acoustic subsystem is chosen as the objective function for minimizing the internal acoustic response in the vibro-acoustic system; and the relative material volume densities for viscoelastic element groups are selected as design variables using a volume-preserving Heaviside function. A new sensitivity analysis formulation is developed in a semi-analytical form via a SmEdA for solving the vibro-acoustic optimization problem. Two numerical examples are presented to demonstrate the efficiency and effectiveness of the present method. The present numerical results reveal two important findings: (a) the total acoustic energy of the chosen vibro-acoustic system can be significantly reduced; and (b) the optimum viscoelastic material layouts not only decrease the peak values of the modal coupling strengths between structural and acoustic subsystems but also create relatively more uniform acoustic modal energy distribution.
机译:本文介绍了用于中频振动声系统噪声控制的粘弹性阻尼布局优化的集成,新的和通用框架。该方法是基于耦合结构和声学子系统之间的不同模态能量之间的功率平衡概念而开发的方法,并且在统计模态能量分布分析(SMEDA)的框架内配制。在新颖的优化制剂中,选择声子系统的总能量作为最小化振动声系统中的内部声反应的目标函数;并且使用体积保存的沉重功能选择粘弹性元件基团的相对物质体积密度作为设计变量。新的敏感性分析配方通过SMEDA以半分析形式开发,用于解决振动声学优化问题。提出了两种数值例证以证明本方法的效率和有效性。目前的数值结果显示了两个重要的发现:(a)所选择的振动声系统的总声学能量可以显着降低; (b)最佳粘弹性材料布局不仅降低了结构和声学子系统之间的模态耦合强度的峰值,而且还产生了相对较为均匀的声学模态能量分布。

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