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Research on Acoustic Numerical Simulation for Structure-Acoustic Coupled Random Vibration

Wan Chao-yan

Open publisher page 1 citations

Abstract

The acoustic field of structure random vibration subjected to a random load is a random acoustic field, and its numerical simulation is very important to noise reduction. The finite element model of the structure-acoustic couple vibration was set up, and the acoustic response function was deduced, and the acoustic pressure response feature was formulated by the vibration acoustic field coupled with a plate as an example. The results show that acoustic response feature of random vibration depends on the acoustic response function and the spectral density function of the stimulating load.

About this research paper

What this paper is about

The acoustic field of structure random vibration subjected to a random load is a random acoustic field, and its numerical simulation is very important to noise reduction. The finite element model of the structure-acoustic couple vibration was set up, and the acoustic response function was deduced, and the acoustic pressure response feature was formulated by the vibration acoustic field coupled with a plate as an example. The results show that acoustic response feature of random vibration depends on the acoustic response function and the spectral density function of the stimulating load.

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Available abstract

The acoustic field of structure random vibration subjected to a random load is a random acoustic field, and its numerical simulation is very important to noise reduction. The finite element model of the structure-acoustic couple vibration was set up, and the acoustic response function was deduced, and the acoustic pressure response feature was formulated by the vibration acoustic field coupled with a plate as an example. The results show that acoustic response feature of random vibration depends on the acoustic response function and the spectral density function of the stimulating load.

Key concepts: Acoustics, Vibration, Sound pressure, Finite element method, Random vibration, Physics, Structural engineering, Engineering

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