Results 231 to 240 of about 23,667 (263)

A new approach to plate theory based on through‐thickness homogenization

International Journal for Numerical Methods in Engineering, 2010
AbstractA new approach to linear plate theory for layered structures is introduced. The new theory distances itself from the classical strategy where through the thickness displacement functions are assumed a priori. Instead, the homogenization is based on a single assumption that the plate response is a superposition of fundamental states.
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A full bending gradient theory for thick plates

2010
Since the wide acceptation of Reissner-Mindlin plate theory, the derivation of a constitutive equation for the transverse shear behavior of heterogenous plates has risen many difficulties. A first proposal for laminates was to take the average of transverse shear stiffness as constitutive equation.
Lebée, Arthur, Sab, Karam
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A novel approach to thick plate theory suggested by studies in foundation theory

International Journal of Mechanical Sciences, 1984
A new approach to the statics of thick, elastic plates is presented. This approach to thick plate theory incorporates transverse normal stress and strain effects as well as those due to transverse shear deformation. The unusual boundary value problem resulting from the kinematic assumptions of this approach is obtained as a consequence of the principle
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Analysis of Thick Laminated Composite Plates on an Elastic Foundation with the Use of Various Plate Theories

Mechanics of Composite Materials, 2005
In this study, various theories of composite laminated plates are extended to rectangular composite laminates resting on an elastic foundation. First, an analysis based on the classical theory of laminated plates is employed. Then the first-order Reissner-Mindlin theory is used for analyzing the laminates.
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The center of shear as a problem of the theory of plates of variable thickness

Ingenieur-Archiv, 1989
The principal concern of this paper is to focus once again attention on the inherent difficulties which are associated with attempts to determine shear center locations for beams of given cross section on the basis of the classical St. Venant torsion-flexure analysis.
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The Bending gradient theory for thick and heterogenous plates

2013
Présentation pour la réception du prix Daniel Valentin de l'Association pour les MAtériaux Composites (AMAC)
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Thick plate bending analysis using a single variable simple plate theory

Materials Today: Proceedings, 2022
Rajesh A Shetty
exaly  

Electromagneto-thermoelastic problem in a thick plate using Green and Naghdi theory

International Journal of Engineering Science, 2009
Ahmed Abouelregal, Khaled A Elsibai
exaly  

Multi-moment theory of equilibrium of thick plates

Journal of Applied Mathematics and Mechanics, 1968
Gruzdev, Ju. A., Prokopov, V. K.
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Analysis of thick functionally graded plates by using higher-order shear and normal deformable plate theory and MLPG method with radial basis functions

Composite Structures, 2007
J R Xiao, J W Gillespie, R C Batra
exaly