Add to ORKGThe aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics) based on global weak forms through a simple and well-structured MATLAB code, to illustrate our discourse. The source code is available for download on our website and should help students and researchers get started with some of the basic meshless methods; it includes intrinsic and extrinsic enrichment, point collocation methods, several boundary condition enforcement schemes and corresponding test cases. Several one and two-dimensional examples in elastostatics are given including weak and strong discontinuities and testing different ways of enforcing essential boundary conditions
Imposing essential boundary conditions is a key issue in mesh-free methods. The mesh-free interpolat...
Mesh-based techniques are well studied and established methods for solving continuum biomechanics pr...
Combining the hybrid displacement variational formulation and the radial basis point interpolation, ...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
Finite element method has been the dominant technique in computational mechanics in the past decades...
Mesh free methods can be largely categorized into two main categories: mesh free methods based on st...
Over the past two decades meshless methods have attracted much attention owing to their advantages i...
Meshless methods (MMs) were introduced in the late 1970s to solve problems in astrophysics. In MMs t...
In this paper, meshless methods and partition of unity based finite element methods are reviewed. In...
Traditional finite element methods (FEM) and boundary element methods (BEM) have been based on weak-...
ABSTRACT: In this paper, meshless methods and partition of unity based finite element methods are re...
ABSTRACT: Numerical modelling in industrial and (to a lesser extent) academic geotechnics for contin...
In this paper we present a new technique of enforcing Essential Boundary Conditions (EBC) in Meshles...
Meshless methods have been developed to avoid the numerical burden imposed by meshing in the Finite ...
Imposing essential boundary conditions is a key issue in mesh-free methods. The mesh-free interpolat...
Mesh-based techniques are well studied and established methods for solving continuum biomechanics pr...
Combining the hybrid displacement variational formulation and the radial basis point interpolation, ...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
Finite element method has been the dominant technique in computational mechanics in the past decades...
Mesh free methods can be largely categorized into two main categories: mesh free methods based on st...
Over the past two decades meshless methods have attracted much attention owing to their advantages i...
Meshless methods (MMs) were introduced in the late 1970s to solve problems in astrophysics. In MMs t...
In this paper, meshless methods and partition of unity based finite element methods are reviewed. In...
Traditional finite element methods (FEM) and boundary element methods (BEM) have been based on weak-...
ABSTRACT: In this paper, meshless methods and partition of unity based finite element methods are re...
ABSTRACT: Numerical modelling in industrial and (to a lesser extent) academic geotechnics for contin...
In this paper we present a new technique of enforcing Essential Boundary Conditions (EBC) in Meshles...
Meshless methods have been developed to avoid the numerical burden imposed by meshing in the Finite ...
Imposing essential boundary conditions is a key issue in mesh-free methods. The mesh-free interpolat...
Mesh-based techniques are well studied and established methods for solving continuum biomechanics pr...
Combining the hybrid displacement variational formulation and the radial basis point interpolation, ...