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Statistical modes method-SMM for vibroacoustics calculations of coupled systems

机译:统计模态法-SMM在耦合系统振动声学计算中的应用

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摘要

Evaluating the vibroacoustic response of a fluid-structure coupled system is a relevant issue in many branches of engineering. Tasks related to this field are the analysis of the acoustic environment of the passenger compartment of a vehicle (in the automotive sector) and estimation of the vibrations of a satellite during its launch (in the aerospace sector). Vibroacoustic response is usually calculated by using the finite element method (FEM) for lower frequency band. For higher frequency band, the statistical energy analysis (SEA) is the usual choice. In this sense, the lack of a method capable to capture the response of the mid-frequency zone or even the full band is a matter of great interest for researchers from the last decades. A novel analytical model to evaluate the full band vibroacoustic response of a coupled system in a simplified way with average response is presented, the statistical modes method (SMM). The SMM provides the maximum responses on each frequency band and the overall response through the integral over the frequency domain. The eigenvalues are calculated based on modal density equations updated to also work in fundamental frequencies, the eigenvectors are not calculated in order to keep the method simple, and however, the variables which need it as coupling factor and nodal forces are analytically approximated from geometrical information and mode number. The method is validated over analytical, FEM, SEA and experimental results. The satellite Amazonia 1 from Instituto Nacional de Pesquisas Espacias acoustic tests was used for the experimental validation.
机译:评估流固耦合系统的振动声学响应是许多工程分支中的一个相关问题。与该领域相关的任务是分析车辆乘客舱的声学环境(在汽车领域)和估计卫星在发射过程中的振动(在航空航天领域)。对于较低频段,振动声学响应通常使用有限元法(FEM)进行计算。对于较高频段,统计能量分析(SEA)是通常的选择。从这个意义上说,缺乏能够捕获中频区甚至全频段响应的方法对于过去几十年的研究人员来说是一个非常感兴趣的问题。该文提出了一种新的分析模型,即统计模态法(SMM),以简化的平均响应方式评估耦合系统的全频带振动声学响应。SMM 在每个频带上提供最大响应,并通过频域上的积分提供总体响应。特征值的计算基于更新的模态密度方程,使其也适用于基频,为了保持方法简单,不计算特征向量,但是,需要它作为耦合因子和节点力的变量是根据几何信息和模态数进行解析近似的。该方法通过分析、有限元、SEA和实验结果进行了验证。实验验证使用了Instituto Nacional de Pecíasas Espacias声学测试的Amazonia 1卫星。

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