In this study, finite element method is used to compute deflections of composite beams undergoing geometric nonlinearity. The beams analyzed are laminates with different lay – ups and different end conditions, subjected to uniformly distributed loads. Integrals encountered in the analysis are performed by hand, and therefore considered more accurate than numerical integration. The results obtained showed excellent agreement with those found in literature. Extra results are generated to serve as bench marks for further investigations. As expected, large deflections have resulted in stiffer beams. The stiffness increase is more pronounced in beams which are less restrained
The purpose of this Thesis is to study the nonlinear analysis of antisymmetrically laminated composi...
In this paper the geometrically nonlinear continuum plate finite element model, hitherto not reporte...
The flexural analysis of fiber reinforced composite beams based on a higher-order shear deformation ...
In this study, finite element method is used to compute deflections of composite beams undergoing ge...
In this study, finite element method is used to compute deflections of composite beams undergoing ge...
The use of composite laminates for advanced structural applications has increased recently, due in p...
The flexural analysis of fiber-reinforced composite beams based on a higher-order shear deformation ...
A beam made of composite material undergoing large deflections is analyzed based on a higher-order s...
This project aims to investigate large deflection bending of Carbon Fibre Reinforced Polymer laminat...
A four noded rectangular finite element, having 14 degrees of freedom per node, based on a simple hi...
The goal of this effort is to develop shear-deformable finite elements which can be used to find the...
The convergence and accuracy of the Dynamic Relaxation (DR) solutions for elastic large deflection r...
Nonlinear static and dynamic responses of composite laminates were investigated using the finite ele...
The Carrera Unified Formulation (CUF) was recently extended to deal with the geometric nonlinear ana...
The behavior of variable thickness laminated composite beams has not so far been fully understood. I...
The purpose of this Thesis is to study the nonlinear analysis of antisymmetrically laminated composi...
In this paper the geometrically nonlinear continuum plate finite element model, hitherto not reporte...
The flexural analysis of fiber reinforced composite beams based on a higher-order shear deformation ...
In this study, finite element method is used to compute deflections of composite beams undergoing ge...
In this study, finite element method is used to compute deflections of composite beams undergoing ge...
The use of composite laminates for advanced structural applications has increased recently, due in p...
The flexural analysis of fiber-reinforced composite beams based on a higher-order shear deformation ...
A beam made of composite material undergoing large deflections is analyzed based on a higher-order s...
This project aims to investigate large deflection bending of Carbon Fibre Reinforced Polymer laminat...
A four noded rectangular finite element, having 14 degrees of freedom per node, based on a simple hi...
The goal of this effort is to develop shear-deformable finite elements which can be used to find the...
The convergence and accuracy of the Dynamic Relaxation (DR) solutions for elastic large deflection r...
Nonlinear static and dynamic responses of composite laminates were investigated using the finite ele...
The Carrera Unified Formulation (CUF) was recently extended to deal with the geometric nonlinear ana...
The behavior of variable thickness laminated composite beams has not so far been fully understood. I...
The purpose of this Thesis is to study the nonlinear analysis of antisymmetrically laminated composi...
In this paper the geometrically nonlinear continuum plate finite element model, hitherto not reporte...
The flexural analysis of fiber reinforced composite beams based on a higher-order shear deformation ...