This work is considered as the first comprehensive review, that covers all types of meshfree
method including the traditional or developed meshless techniques that have been …

This study presents a robust numerical method for the computational homogenization
analysis of microstructures at limit state. The periodic boundary conditions for asymmetric …

In this paper, a novel extended meshfree method is presented based on the integrated
radial basis functions (iRBF) for crack analysis in bending plate problems. The new method …

Volumetric locking may occur in plastic analysis of incompressible materials using low-order
finite elements due to incompressibility constraints. This study presents a locking-free …

An improvement for the extended integrated radial basis functions (XiRBF) meshfree method
is proposed in this study for dynamic crack analysis in bending plate structure. The …

This study presents an efficient numerical approach for pseudo-lower bound limit analysis of
structures. The total stress field is decomposed into two components: an elastic component …

This paper thoroughly examines the Local Integrated Radial Basis Function (LIRBF)
method's performance in addressing linear systems and first-to higher-order Fredholm …

This paper presents a novel formulation for the computational homogenization analysis of
materials at the limit state. The polynomial interpolations are employed to impose the …

Volumetric may occur in plastic analysis of incompressible materials using low-order finite
elements due to the incompressibility constraints. This study presents a locking-free …

This paper presents a novel formulation for static limit analysis of structures, for which the
Airy stress function is approximated using stabilized Radial Point Interpolation Mesh-free …