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Square Inclusion with a Nonlinear Eigenstrain in an Anisotropic Piezoelectric Full Plane

机译:各向异性压电全平面中具有非线性弹性应变的平方包含

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摘要

An exact closed-form solution for the Eshelby problem of square inclusion with a quadratic nonlinear eigenstrain in an anisotropic piezoelectric full plane is presented.The induced elastic and piezoelectric fields are expressed in terms of the line integral on the boundary of the inclusion with the integrand being the multiplication of the line-source Green's function and the equivalent body force of the piezoelectric solid.The most remarkable feature is that the final solution involves only very simple elementary functions after the line integral is carried out analytically.
机译:针对各向异性压电全平面中具有二次非线性本征应变的方形夹杂物的埃舍尔比问题,给出了一个精确的封闭形式解。在夹杂物与被积物边界上的线积分表示感应弹性场和压电场是线源格林函数与压电固体等效体力的乘积。最大的特点是,在对线积分进行分析后,最终解仅涉及非常简单的基本函数。

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