The present work is concerned with the finite element structural analysis of laminated anisotropic plates and shells. New elements based on a modified complementary energy principle are proposed to improve the analysis of such composite structures. Third order deformation plate and shell models incorporating a convergence parameter are developed to govern the general displacement field. An eight-node isoparametric quadrilateral element with two independent cross-sectional rotations and three normal displacements is utilized to describe the displacement field. The present modified complementary energy formulation incorporates a number of in-plane strain functions of various orders. The corresponding in-plane stresses for each lamina are deri...
This thesis is concerned with static and dynamic analysis of linear and geometrically nonlinear lami...
A C0 continuous finite element formulation of a higher order shear deformation theory is presented f...
A refined shell theory has been developed for the analysis of isotropic, orthotropic and anisotropic...
The present work is concerned with the finite element structural analysis of laminated anisotropic p...
A linear theory is formulated for analysis of small deflections of thin shells with arbitrary geomet...
Several finite-element models are applied to the linear static, stability, and vibration analysis of...
The project involved the development of new analysis methods to achieve efficient design of composit...
Theoretical formulations, analytical solutions, and finite element solutions for laminated composite...
A detailed procedure for the analysis of isotropic, orthotropic and anisotropic fibre-reinforced lam...
The finite element method is used to investigate the static behavior of laminated composite flat pla...
New numerical results are generated for in-plane compressive biaxial buckling which serves to quanti...
The low mass density and the high tensile strength, usually expressed through the specific modulus o...
A C0 finite element formulation for flexure-membrane coupling behavior of symmetric and asymmetric l...
An improved finite element model for the linear analysis of anisotropic and laminated doubly curved,...
This paper deals witU a new 48-degrees-of-freedom rectangular finite element for analysing moderatel...
This thesis is concerned with static and dynamic analysis of linear and geometrically nonlinear lami...
A C0 continuous finite element formulation of a higher order shear deformation theory is presented f...
A refined shell theory has been developed for the analysis of isotropic, orthotropic and anisotropic...
The present work is concerned with the finite element structural analysis of laminated anisotropic p...
A linear theory is formulated for analysis of small deflections of thin shells with arbitrary geomet...
Several finite-element models are applied to the linear static, stability, and vibration analysis of...
The project involved the development of new analysis methods to achieve efficient design of composit...
Theoretical formulations, analytical solutions, and finite element solutions for laminated composite...
A detailed procedure for the analysis of isotropic, orthotropic and anisotropic fibre-reinforced lam...
The finite element method is used to investigate the static behavior of laminated composite flat pla...
New numerical results are generated for in-plane compressive biaxial buckling which serves to quanti...
The low mass density and the high tensile strength, usually expressed through the specific modulus o...
A C0 finite element formulation for flexure-membrane coupling behavior of symmetric and asymmetric l...
An improved finite element model for the linear analysis of anisotropic and laminated doubly curved,...
This paper deals witU a new 48-degrees-of-freedom rectangular finite element for analysing moderatel...
This thesis is concerned with static and dynamic analysis of linear and geometrically nonlinear lami...
A C0 continuous finite element formulation of a higher order shear deformation theory is presented f...
A refined shell theory has been developed for the analysis of isotropic, orthotropic and anisotropic...