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Algorithm for solving problems related to the natural vibrations of electro-viscoelastic structures with shunt circuits using ANSYS data

机译:利用ANSYS数据解决与并联电路电粘弹性结构固有振动有关的问题的算法

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ABSTRACTAn algorithm for numerical realisation of a mathematical statement of the natural vibrations problem for electro-viscoelastic bodies with passive external electric circuits (i.e. shunting circuits) with an arbitrary configuration using the finite element method is proposed in the present paper. The proposed algorithm allows considering the viscoelastic properties of materials using the model of linear hereditary viscoelasticity with complex dynamic moduli and is used to solve 3D solid structure problems that are compatible for ANSYS package element types. This technique implies the usage of the global assembled matrices of stiffness and mass, formed in the ANSYS package. The basis of the algorithm is a novel approach that allows performing decomposition of the global assembled stiffness matrix formed in the ANSYS software package into constituents that are needed for calculation of the natural vibration frequencies of the objects under study. These matrix components are used in the program that was written in FORTRAN (Formula Translation) language. This problem could be efficiently applied for analysis of the dynamic processes in smart systems based on piezoelectric materials and could also form a basis for the development of numerical finite element algorithms for optimization of the dissipative characteristics of electromechanical systems with shunted piezoelectric elements.
机译:摘要提出了一种使用有限元方法对具有任意配置的无源外部电路(即并联电路)的电粘弹性体的自然振动问题进行数学表达的数值实现算法。所提出的算法允许使用具有复杂动态模量的线性遗传粘弹性模型来考虑材料的粘弹性,并用于解决与ANSYS封装元素类型兼容的3D实体结构问题。该技术意味着使用ANSYS软件包中形成的整体组装的刚度和质量矩阵。该算法的基础是一种新颖的方法,它允许将在ANSYS软件包中形成的整体组装刚度矩阵分解为计算所研究对象的固有振动频率所需的成分。这些矩阵组件在用FORTRAN(公式翻译)语言编写的程序中使用。这个问题可以有效地应用于基于压电材料的智能系统中的动力学过程分析,也可以为开发数值有限元算法以优化具有并联压电元件的机电系统的耗散特性奠定基础。

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