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首页> 外文期刊>Journal of intelligent material systems and structures >Evaluation of mode III interface cracks in magnetoelectroelastic bimaterials by symplectic expansion
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Evaluation of mode III interface cracks in magnetoelectroelastic bimaterials by symplectic expansion

机译:辛膨胀系数估算电磁弹性双材料中III型界面裂纹

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摘要

The mode III interface crack between two dissimilar magnetoelectroelastic materials is studied by means of symplectic expansion. Four crack surface electromagnetic assumptions, that is, electrically and magnetically permeable, electrically permeable and magnetically impermeable, electrically impermeable and magnetically permeable, and electrically and magnetically impermeable, are taken into account. In the symplectic space, stress, electric displacement, and magnetic induction are found to be the dual variables of the displacement, electric potential, and magnetic potential. The Hamiltonian governing equations that allow the use of the method of separation of variables are formulated by employing the variational principle of mixed energy. Expressions for the mechanical, electric, and magnetic fields are derived explicitly in the series of symplectic eigensolutions with coefficients to be determined by the boundary conditions, and so are the fracture parameters, such as field intensity factors and energy release rates for dissimilar bimaterials. Numerical results are provided to verify the validity of the present method and reveal the influences of the material constants and boundary conditions.
机译:通过辛扩展研究了两种不同的磁电弹性材料之间的III型界面裂纹。考虑了四个裂纹表面电磁假设,即电和磁可渗透,电和磁不可渗透,电和磁不可渗透以及电和磁不可渗透。在辛空间中,发现应力,电位移和磁感应是位移,电势和磁势的双重变量。通过使用混合能量的变分原理,制定了允许使用变量分离方法的哈密顿控制方程。机械,电场和磁场的表达式是在一系列辛本征解中明确推导的,其系数由边界条件决定,断裂参数,如场强因子和异种双材料的能量释放率,也由边界条件确定。数值结果证明了该方法的有效性,并揭示了材料常数和边界条件的影响。

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