Exact(2)
A finite element model based on third order laminate theory is developed for the active position control and vibration control of composite beams with distributed piezoelectric sensors and actuators.
Two versions of a {1,2} higher order laminate plate theory are derived for elastodynamics and used to compute natural frequencies and mode shapes for homogeneous and laminated plates.
Similar(58)
A higher order laminated plate theory is extended to capture the inelastic deformations of the composite plate and is implemented using the finite element technique.
Int J Numer Meth Eng 1997;40 1197 212.], a global-local higher order laminated shell model is proposed for predicting both displacement and stress distributions through the thickness of laminated shells.
The basic idea here is to idealize the thin-layered microstructure as a first-order laminate.
The composite host structure is modelled using a refined higher-order laminate theory and additional degrees of freedom are then added to describe any attached electrical circuitry.
Some numerical results for the deflection and stresses are compared with their counterparts in the literature obtained due to three-dimensional elasticity solution and higher-order laminate theories.
In the stress model, the governing equations of displacements within the adherends are formulated using the first-order laminated plate theory.
A spline finite strip method for the progressive failure analysis of thick composite plates is developed based on Cho's higher-order zigzag laminate theory and Lee's failure criterion.
This necessitates development of an efficient constitutive relationship for laminated composites in order that the laminate strains/deflections until the ultimate failure can be accurately calculated.
The flexibility influence function technique is validated as a method for calculating the displacements and the rotations of a laminated beam subjected to a dynamic load, using the first-order shear deformation laminate theory and comparing the results with those obtained by modal analysis and two finite element models (one-dimensional and three-dimensional).
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