Geometrically nonlinear analysis of laminated composite plates using RBF-PS meshless method

The Radial Basis Function-Pseudo Spectral method (RBF-PS) is used to study the geometrical nonlinear behavior of composite plates. A first order shear deformation theory is used along with Von Karman nonlinear strain. The final set of equations are solved using the Newton method. Results provided by RBF-PS are in agreement with results from other numerical methods.

Automated summary

The study utilizes the RBF-PS method to investigate the geometrical nonlinear behavior of composite plates, employing a first order shear deformation theory and Von Karman nonlinear strain. The final set of equations are solved using the Newton method, and results provided by RBF-PS are consistent with other numerical methods.