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Plate Membrane Theory

2009
The word plate is a collective term for systems in which transfer of forces occurs in two directions; walls, deep beams, floors and bridge slabs are all plates. We distinguish two main categories, plates that are loaded in their plane, and plates loaded perpendicularly to their plane. For both categories we give an approach with differential equations,
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Theory of thin plates

2000
In this chapter, we present the classical (Kirchhoff-Love) theory of thin plates. A plate is a solid with one dimension -the thickness (h)- much smaller than the other two dimensions, and such that the mid-thickness surface is contained in a plane. We shall see that plate theory reduces the original three-dimensional (3D) problem of Chaps.
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A Theory of Laminated Composite Plates

IMA Journal of Applied Mathematics, 1982
Green, A. E., Naghdi, P. M.
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Theory of Sandwich Plates

1999
The object of this chapter is to establish the equations for the mechanical behavior of sandwich plates. A sandwich material (Chapter 3) is made from a material of low density (the core) having face sheets (the skins), made of plates or laminates bonded to each of the surfaces. The essential function of the core is to transfer, by transverse shear, the
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On asymptotic estimates in the theory of then plates

Journal of Applied Mathematics and Mechanics, 1965
Vorovich, I. I., Salganik, R. L.
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Free vibration of laminated composite plates using two variable refined plate theory

International Journal of Mechanical Sciences, 2010
Huu Thai
exaly  

Buckling analysis of plates using the two variable refined plate theory

Thin-Walled Structures, 2009
Jaehong Lee, Huu Thai
exaly  

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