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基于有限元和神经网络的杂交建模
引用本文:周春桂,张希农,胡杰,谢石林.基于有限元和神经网络的杂交建模[J].振动工程学报,2012,25(1):43-48.
作者姓名:周春桂  张希农  胡杰  谢石林
作者单位:1. 中北大学机电工程学院,山西太原,030051
2. 西安交通大学航天航空学院工程力学系/强度与振动教育部国家重点实验室,陕西西安,710049
3. 中国工程物理研究院总体工程研究所,四川绵阳,621900
基金项目:国家自然科学联合基金资助项目(10476020)
摘    要:针对复杂非线性结构动力学系统提出了一种基于有限元与神经网络相结合的杂交建模方法。依据该方法,首先将系统中的线性结构部分采用有限元建模,非线性或难以机理建模的结构部件采用神经网络描述。其次,再通过力和位移边界联接条件将有限元模型部分和神经网络模型部分结合从而得到整个系统的杂交模型,且杂交模型的物理结构明确,精度较高,网络规模较小。在一非线性隔振系统的杂交建模算例仿真中,用所建杂交模型对正弦及宽带随机激励进行了预测检验分析,结果良好,该杂交建模方法为主体结构为线弹性结构而又包含有强非线性器件的非线性动力学系统提供了一种有效的建模途径。

关 键 词:非线性系统  有限元建模  神经网络  杂交建模

Hybrid modeling based on finite element method and neural network
ZHOU Chun-gui , ZHANG Xi-nong , HU Jie , XIE Shi-lin.Hybrid modeling based on finite element method and neural network[J].Journal of Vibration Engineering,2012,25(1):43-48.
Authors:ZHOU Chun-gui  ZHANG Xi-nong  HU Jie  XIE Shi-lin
Affiliation:1.College of Mechatronic Engineering,North University of China,Taiyuan 030051,China;2.Department of Engineering Mechanics/MOE Key Laboratory for Strength and Vibration,School of Aerospace,Xi’an Jiaotong University,Xi’an 710049,China;3.Institute of System Engineering,CAEP,Mianyang 621900,China)
Abstract:For complicated nonlinear structural dynamic systems,a hybrid modeling strategy combining the finite element method and neural network is proposed.The finite element method is used to model linear and elastic structure components,while the dynamic characteristic of nonlinear or hardly modeling components is described by neural network.Two models are integrated into hybrid dynamic model by satisfying the force and displacement consistency conditions at the connections.And the hybrid dynamic model is of distinct physical structure,high modeling precision,small network dimension.In the numerical simulation of hybrid modeling for a nonlinear vibration isolation system,the predictive analysis under sine and wide-band random excitations are conducted by using hybrid model,and the satisfactory simulation results show that the method provided an effective modeling way for complex elastic structures equipped with strongly nonlinear components.
Keywords:nonlinear dynamic systems  finite element modeling  neural network  hybrid modeling
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