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An enriched macro finite element for the static analysis of thick general quadrilateral laminated composite plates
(Taylor, 2016-10)
This article presents the formulation of an enriched macro finite element based on the trigonometric shear deformation theory for the static analysis of symmetrically laminated composite plates. Shear correction factor is ...
Non-polynomial Zig-Zag and ESL shear deformation theory to study advanced composites
(Elsevier, 2019-04)
The mechanical behavior of advanced composites can be modeled mathematically through unknown variables and Shear Strain Thickness Functions (SSTFs). Such SSTFs can be of polynomial or non-polynomial nature and some parameters ...
Five-unknowns generalized hybrid-type quasi-3D HSDT for advanced composite plates
(Elsevier, 2015-09-15)
Abstract
Arbitrary precision frequencies of a free rectangular thin plate
(Elsevier, 2000-02)
A variational method developed by the authors and named whole element
method (WEM) is used to find the arbitrary precision frequencies of a rectangular thin plate (within the Germain}Lagrange theory) having its four borders ...
A variational Ritz formulation for vibration analysis of thick quadrilateral laminated plates
(Elsevier, 2015-10)
In the present study, a variational Ritz approach for vibration analysis of thick arbitrarily quadrilateral laminated plates, based on the trigonometric shear deformation theory (TSDT) is developed. In this theory, shear ...
Formulation of solid-shell finite elements with large displacements considering different transverse shear strains approximations
(Elsevier Science, 2017-08)
This work presents a general formulation and implementation in solid-shell elements of the refined zigzag theory and the trigonometric shear deformation theory in an unified way. The model thus conceived is aimed for use ...