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Numerical Convergence Study of Heterogeneous Multi-scale Method Piezoelectric Composites

机译:异质多尺度法压电复合材料的数值趋同研究

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In this paper, we focus on multi -- scale modeling and simulation of piezo electric composite materials, Piezo electricity is the ability of some materials to generate an electric field or electric potential in response to applied mechanical stress.And it isreversible in piezoelectric materials.This property can be reflected in the constitutive relations as coupling of mechanical field and electrical field. First, for those materials with periodic microstructure, we deduced the macroscopic model from the microscopic model of piezoelectric composite material and carried out the corresponding convergence analysis under the flame of homogenization. Second, for general cases, we also designed the multi-scale model under the frame of HMM and gave out error estimate between the HMM solutions and the homogenization solutions.Finally we give out numerical examples.The macroscopic models of type 1-3 piezoelectric coinpositematerials are got by the two methods mentioned above. Also, we gi ve out the comparison and discussion about the numerical results we get in the numerical examples.
机译:在本文中,我们专注于压电复合材料的多尺度建模和仿真,压电电是一些材料以响应于施加的机械应力产生电场或电势的能力。它在压电材料中是可逆的。该特性可以反映在本构关系中作为机械场和电场的耦合。首先,对于具有周期性微观结构的那些材料,我们从压电复合材料的微观模型中推导了宏观模型,并在均质化火焰下进行了相应的收敛分析。其次,对于一般情况,我们还设计了在HMM框架下的多尺度模型,并在HMM解决方案和均化解决方案之间进行了误差估计。最后我们泄露了数值例子。1-3型压电币型型号的宏观模型通过上述两种方法获得。此外,我们可以在数值例子中进行比较和讨论我们进入的数值结果。

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