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The solution is first given as a convolution of the Green function of the plate.
The displacement function of the plate is approximated by using the eigenfunctions of the completely free beam.
It is related to the amplitude of the waves which is a nonlinear function of the plate acceleration.
In doing this, the displacement function of the plate is approximated by using the eigenfunctions of a completely free beam.
Another possible error is the finite thickness of the plate because that the streamlines vary as a function of the plate thickness.
Two relationships have been developed to estimate the ultimate strength reduction as a function of the plate slenderness and dent ratio.
Similar(48)
The function of the plates has been much debated.
A set of static beam functions, which are a combination of sine series and third-order polynomial, is employed as the trial functions of the plate vibration velocity.
The main features of this element are representation of real displacement functions of the plate perfect and shear locking do not occur at the plates modeled with this element.
A set of beam functions is used as the admissible functions of the plate in a fluid plate system, and the motion of the fluid induced by the deformation of the plate is obtained from a three-dimensional acoustic equation.
The liquid displacement potential satisfying the boundary conditions is derived and the wet dynamic modal functions of the plate are derived by using a compatibility requirement along the contacting surface between the plate and the liquid.
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