Abstract
In the context of free vibration analysis of axi-symmetric perfectly electro-conductive circular cylindrical shells, four simplified magnetoelastic load models are investigated. Concerning the model of circular cylindrical shells, a linear theory based on Love–Kirchhoff hypothesis is adopted. Due to the high complexities involving singularity of integral equations, infinite integral domains and excessive time needed to evaluate some kernels, special treatments are designed toward achieving highly efficient and highly accurate numerical computation. The influence of applied magnetic field, thickness ratio and dimensionless radius on free vibrations of circular cylindrical shells are further investigated and pertinent conclusions are outlined.
Published Version
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