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New analytical solutions for free vibration of embedded magneto-electro-elastic cylindrical shells with step-wise thickness variations
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作者 Jufang JIA Huilin YIN +3 位作者 Qinyu YU Jiabin SUN Xinsheng XU Zhenhuan ZHOU 《Applied Mathematics and Mechanics(English Edition)》 2025年第3期447-466,共20页
In recent years,magneto-electro-elastic(MEE)cylindrical shells with step-wise thicknesses have shown significant potential in the field of vibration energy harvesting.To aid the design of such energy harvesting device... In recent years,magneto-electro-elastic(MEE)cylindrical shells with step-wise thicknesses have shown significant potential in the field of vibration energy harvesting.To aid the design of such energy harvesting devices,an accurate free vibration analysis of embedded MEE cylindrical shells with step-wise thicknesses is performed within the framework of symplectic mechanics.By using the Legendre transformation,a new known vector is defined to transform the higher-order partial differential governing equations into a set of lower-order ordinary differential equations.Therefore,the original vibration analysis is regarded as an eigen problem in the symplectic space,and analytical solutions can be represented by the symplectic series.In numerical examples,the new analytical solutions are compared with the existing results,and good agreement is observed.Furthermore,the effects of critical design parameters on free vibration characteristics are thoroughly investigated.All numerical results can serve as benchmarks for the development of other approximate or numerical methods. 展开更多
关键词 analytical solution free vibration magneto-electro-elastic(mee)material cylindrical shell with variable thickness symplectic method
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Three-dimensional general magneto-electro-elastic finite element model for multiphysics nonlinear analysis of layered composites
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作者 Zheng GONG Yinxiao ZHANG +1 位作者 Ernian PAN Chao ZHANG 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI CSCD 2023年第1期53-72,共20页
In this paper,by defining a general potential energy for the multiphase coupled multiferroics and applying the minimum energy principle,the coupled governing equations are derived.This system of equations is then disc... In this paper,by defining a general potential energy for the multiphase coupled multiferroics and applying the minimum energy principle,the coupled governing equations are derived.This system of equations is then discretized as a general three-dimensional(3D)finite element(FE)model based on the COMSOL software.After validating the formulation,it is then applied to the analysis and design of the common sandwich structure of multiferroics composites.Under the typical static loading,the effects of general lateral boundary conditions,material grading,nonlinearity,as well as polarization orientation on the composites are analyzed.For the magneto-electro-elastic(MEE)sandwich made of piezoelectric BaTiO_(3)and magnetostrictive CoFe_(2)O_(4)with different stacking sequences,various interesting features are observed which should be very helpful for the design of high-performance multiphase composites. 展开更多
关键词 MULTIFERROICS sandwich composite magneto-electro-elastic(mee)material multilayered plate nonlinear behavior
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