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The influence of the internal line hinge on the vibration behavior of rectangular plates is studied.
This paper addresses the effects of a cutout on the buckling behavior of rectangular plates made of polymer matrix composites (PMC).
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Elastoplastic buckling behaviors of rectangular plates made from functionally graded materials (FGMs) are investigated in this paper.
Much attention was placed on studying the elasto-plastic buckling behavior of perforated square plates, since understanding their behavior is the key to understand that of rectangular plates.
The large amplitude flexural vibration of rectangular plates in investigated.
Illustrative numerical examples include dynamic analysis of rectangular plates with rectangular, elliptic, circular as well as oval openings with various plate thicknesses and different combinations of boundary conditions.
These rectangular plates with a hole can be considered ultimately as a kind of rectangular plates with non-uniform thickness.
The characteristics of wave response of rectangular plates on shallow water are summed up.
An analytical approach for the buckling analysis of rectangular plates under mixed boundary conditions is presented.
In this paper, the HBM is extended for the vibration analysis of rectangular plates with rectangular cutouts.
In this paper, superposition techniques developed by Gorman for the free vibration analysis of rectangular plates are extended to the free vibration analysis of quadrilateral non-rectangular plates.
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