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The dynamic responses of an orthotropic, multiferroic laminate in cylindrical bending are investigated based on the three dimensional equations. A semi-analytical approach, which makes a hybrid use of the method of state space method (SSM) and the differential quadrature method (DQM), is employed. This semi-analytical approach allows us to efficiently analyze laminates with arbitrary boundary conditions...
Exact solutions are derived for simply-supported, orthotropic, multiferroic laminates with imperfect thermal interfaces, subject to mechanical, electric, magnetic, and thermal loads. The assumption of cylindrical bending is adopted. The interface is described as thermally weakly (or highly) conducting, as well as mechanically, electrically and magnetically compliant. The state space method is adopted,...
The static and dynamic problems of an imperfectly bonded, orthotropic, piezoelectric laminate in cylindrical bending are investigated based on the equations of piezoelasticity. A general spring layer is adopted to model the bonding imperfections at the interfaces of the laminate. The formulations of reverberation-ray analysis are developed. The approach is verified by comparing the results with those...
Semi-analytical elasticity solutions for bending of angle-ply laminates in cylindrical bending are presented using the state-space-based differential quadrature method (SSDQM). Partial differential state equation is derived from the basic equations of elasticity based on the state space concept. Then, the differential quadrature (DQ) technique is introduced to discretize the longitudinal domain of...
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