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Multiscale Modeling Methodology for Layered Composites of Polymer-Ferroelectric Ceramics

机译:聚合物-铁电陶瓷层状复合材料的多尺度建模方法

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摘要

A multiscale modeling scheme of electromechanical coupling of ferroelectric ceramic composites is proposed, which is effective for quantitatively analyzing the relationships among variables of micro/meso/macroscopic and structural (sensor or actuator) scales. This is done by developing effective constitutive equations of material at an intermediate scale, which can be used to connect the mechanical and electric variables between the smaller and larger scales. The methodology is exemplified through investigating the behavior of ferroelectric ceramics of PLZT. The key for connection of variables at different scales is through the remnant polarization and strain at the mesocell. This study deals with the connection of macroscopic variables of ceramics with those of polymer layers for developing constitutive equations for the layered composites of sensors. The numerical results agree with the well-known nonlinear butterfly curve of strain versus electrical field. The influence of volume fraction of the ceramic layers and the relative Young's modulus on the behavior of the composites are discussed here.
机译:提出了一种铁电陶瓷复合材料机电耦合的多尺度建模方案,该方案可有效地定量分析微观/中观/宏观与结构尺度(传感器或致动器)之间的关系。这是通过在中间尺度上开发有效的材料本构方程来完成的,该方程可以用来连接较小尺度和较大尺度之间的机械变量和电气变量。该方法通过研究PLZT铁电陶瓷的性能来举例说明。连接不同尺度的变量的关键是通过中间细胞的残余极化和应变。这项研究涉及陶瓷的宏观变量与聚合物层的宏观变量之间的联系,以开发传感器层状复合材料的本构方程。数值结果与应变-电场的众所周知的非线性蝶形曲线一致。本文讨论了陶瓷层的体积分数和相对杨氏模量对复合材料性能的影响。

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