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An asymptotic theory of sandwich plates

International Journal of Engineering Science, 2010
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Theories for laminated and sandwich plates

Mechanics of Composite Materials, 1998
The growing use of sandwich and laminated plates requires a theoretically based prediction of the mechanical behavior of structural elements of such type. Starting with the pioneering studies of Reissner, a great number of theories for the engineering calculations have been developed.
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Dynamical joints influence of sandwich plates

1999
The simulation of joints in structures of sandwich panels is very important in order to obtain values of the analytical natural frequencies and mode shapes that are in accordance with the experimental values. By means of a FEM program and an experimental set for modal analysis, different assemblies of sandwich plates in aluminium, fit together with ...
F. PETRONE   +3 more
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Bending of Circular Sandwich Plates

Journal of the Engineering Mechanics Division, 1965
The governing differential equations for the nonrotationally symmetrical bending of isotropic circular sandwich plates are developed by means of a variational theorem. The face layers are considered as membranes but made of different materials and unequal thickness; however, for simplicity, Poisson's ratio is assumed to be the same. In the present case,
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On bending of orthotropic sandwich plates.

AIAA Journal, 1966
Ueng, C. E. S., Lin, Y. J.
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Linear Modeling of Sandwich Plates

1996
The sandwich plate that was analyzed in Chapter 2 on the basis of linear elasticity theory is treated again in this chapter, now on the basis of equations of sandwich plates to be derived. We recall that the sandwich plate consists of three homogeneous, elastic, and isotropic layers that are symmetrically constructed with respect to the middle plane of
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