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A two-dimensional electro-beam model for large deformation analysis of dielectric polymer actuators

机译:电介质聚合物致动器大变形分析的二维电束模型

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The aim of this work is to develop a two-dimensional formulation for the large deformation analysis of dielectric polymer actuators under electrical loading. The kinematics of deformation is described as a Timoshenko beam enhanced by a thickness stretching term. Moreover, a second-order Taylor series expansion is used to approximate the electrical potential in the actuator. Accordingly, an eight-parameter electro-beam model for the theoretical formulation of the problem is introduced. The governing differential equations are expressed in a variational framework. A total Lagrangian nonlinear finite element formulation based on B-spline functions is developed to discretize and solve the highly nonlinear electromechanical problem. In the developed formulation, it is possible to approximate each field variable via B-spline functions of arbitrary order. Finally, large deformation of several actuators under various electrical loadings and boundary conditions is investigated in detail. (C) 2019 Elsevier Ltd. All rights reserved.
机译:该工作的目的是开发一种二维配方,用于电荷下电介质聚合物致动器的大变形分析。变形的运动学被描述为厚度拉伸术语增强的Timoshenko梁。此外,二阶泰勒串联膨胀用于近似致动器中的电位。因此,介绍了用于理论配方的八参数电束模型。控制微分方程在变分框架中表示。开发了基于B样条函数的Lagrangian非线性有限元配方以使高度非线性机电问题分开和解决。在开发的配方中,可以通过任意顺序的B样条函数近似每个场变量。最后,详细研究了各种电荷和边界条件下的几个致动器的大变形。 (c)2019年elestvier有限公司保留所有权利。

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