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In the analysis, finite element method and an analytical method based on the laminate theory were employed to perform parametric studies on the various reinforcement designs.
The behaviour of the material was then modelled, based on the "laminate analogy": the material is replaced by a quasi-isotropic laminate [0/±45/90] consisting of "virtual unidirectional plies".
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This work is divided into two parts; the first one is based on the laminates theory for the analytical solution where a minimization method is used to directly determine the fiber orientation reducing the interfacial stresses.
As a first step, the elastic solution of the cylindrical laminates subjected to internal pressure is obtained based on the classical laminate theory.
Analytical models based on the classical laminate theory deliver optimization results in less than one second.
Based on the Classical Laminate Plate Theory and Shear Deformation Theory, the equivalent mechanical properties of laminated face-sheet are obtained; based on a homogenization concept combined with a mechanical of materials approach, the equivalent in-plane and out-of-plane shear moduli of pyramidal core are obtained.
The basic formulation of the problem has been developed based on the classical laminate theory and the Von-Karman non-linear strain displacement relationship.
The model based on the Classical Laminate Theory (CLT) and focuses also the failure assessment by using Cuntze's failure criteria [1].
The developed closed form solution is based on the Classical Laminate Theory (CLT) and an additional term depending on the cure shrinkage.
This approach is based on the classical laminate theory and calculations of cracked representative volume elements, in order to describe the influence of cracks on laminates under different conditions.
The basic formulation of the problem has been developed based on the classical laminate theory and Von-Karman non-linear strain displacement relation.
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