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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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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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Plate Bending Approximation: Thin and Thick Plates
2013O.C. Zienkiewicz +2 more
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Thin plate theory including surface effects
International Journal of Solids and Structures, 2006Chun Lu, Pin Lu, L H He
exaly
Effect of Longitudinal Stress Gradients on Elastic Buckling of Thin Plates
Journal of Engineering Mechanics - ASCE, 2007Cheng Yu, Benjamin W. Schafer
exaly
Experimental Study of Thin Steel‐Plate Shear Walls under Cyclic Load
Journal of Structural Engineering, 1993Vincent Caccese
exaly