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• W2974882992 endingPage "111452" @default.
• W2974882992 startingPage "111452" @default.
• W2974882992 abstract "The homogenized and localized responses of unidirectional piezoelectric composites with partially cracked interface are investigated in this contribution. To simulate the electro-elastic fully-anisotropic constitutive behavior, a micromechanical multiphysics finite-element model is developed through adopting higher-order internal trial functions. The generated results are validated against the independently-developed generalized Eshelby solution with piezoelectric effects, a comparable finite-volume (FV) technique, and ABAQUS simulations with excellent agreement. More importantly, the present work investigates thus-far little explored effects of several microstructural details including the fiber/matrix property ratio, an elliptical inclusion, multiple periodic inclusions, as well as the crack length and poling direction, on either effective properties or local stress/electric field distributions. It is also demonstrated that the present model is advantageous to commercial finite-element packages in two aspects. Firstly, the periodic boundary conditions of the nodal displacements and electric potential are enforced explicitly. Secondly, the ability to generate a complete set of homogenized moduli with two-dimensional architectures sets the present model apart from the readily available commercial codes that require a three-dimensional unit cell analysis." @default.
• W2974882992 created "2019-09-26" @default.
• W2974882992 creator A5025167286 @default.
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• W2974882992 date "2020-01-01" @default.
• W2974882992 modified "2023-09-23" @default.
• W2974882992 title "Computationally-efficient homogenization and localization of unidirectional piezoelectric composites with partially cracked interface" @default.
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• W2974882992 doi "https://doi.org/10.1016/j.compstruct.2019.111452" @default.
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