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On the low- and mid-frequency forced response of elastic structures using wave finite elements with one-dimensional propagation

机译：利用一维传播波有限元分析弹性结构的低，中频力

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International audience

机译：国际观众

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Mencik Jean-Mathieu;
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年度 2010
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正文语种 en
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1. On the low- and mid-frequency forced response of elastic structures using wave finite elements with one-dimensional propagation [J] . J.-M. Mencik Computers & Structures . 2010,第11a12期

机译：一维传播的波动有限元对弹性结构的低频和中频强迫响应
2. Enhanced wave and finite element method for wave propagation and forced response prediction in periodic piezoelectric structures [J] . Fan Yu, Manuel Collet, Mohamed Ichchou, 中国航空学报（英文版） . 2017,第001期

机译：周期压电结构中波传播和强迫响应预测的增强波和有限元方法
3. The Wavelet Spectral Finite Element-based user-defined element in Abaqus for wave propagation in one-dimensional composite structures [J] . Khalili Ashkan, Jha Ratneshwar, Samaratunga Dulip Simulation . 2017,第5期

机译：Abaqus中基于小波频谱有限元的用户定义元素，用于一维复合结构中的波传播
4. A Hybrid Wave Based - Modally Reduced Finite Element Method for the Efficient Analysis of Low- and Mid-frequency Car Cavity Acoustics [C] . Bert Van Genechten, Bert Pluymers, Dirk Vandepitte, SAE Noise and Vibration Conference and Exhibition . 2009

机译：基于混合波的模压减小有限元方法，用于低频频率汽车空腔声学的有效分析
5. Finite element analysis of nonlinear wave propagation in a one-dimensional structure. [D] . Kirkhope, Kennedy J. 2005

机译：一维结构中非线性波传播的有限元分析。
6. Finite-element modelling of elastic wave propagation and scattering within heterogeneous media [O] . A. Van Pamel, G. Sha, S. I. Rokhlin, -1

机译：弹性波在非均质介质中传播和散射的有限元建模
7. Enhanced wave and finite element method for wave propagation and forced response prediction in periodic piezoelectric structures [O] . Yu Fan, Manuel Collet, Mohamed Ichchou, 2017

机译：周期压电结构中波传播和强迫响应预测的增强波和有限元方法
8. Finite-Strain Large-Deflection Elastic-Viscoplastic Finite-Element Transient Response Analysis of Structures. [R] . rodal, j. j. a. witmer, e. a. 1979

机译：结构有限变形大挠度弹粘塑性有限元瞬态响应分析。

On the low- and mid-frequency forced response of elastic structures using wave finite elements with one-dimensional propagation

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