Imposing essential boundary is a key issue in mesh-free methods. The mesh-free interpolation does not verify the Kronocker delta property and, therefore, the imposition of prescribed values is not as straightforward as for the finite element method. The aim of this paper is to present a general overview on the existing techniques to enforce essential boundary conditions in Galerkin based mesh-free methods. Special attention is paid to the mesh-free coupling with finite elements for the imposition of prescribed values and to methods based on a modification of the Garlekin weak form. Particular examples are used to analyze and compare their performance in different situations
AbstractTwo topics in the formulation and implementation of meshless methods are considered: the smo...
multiplier Summary. This paper is devoted to the imposition of Dirichlet type conditions within the ...
Enforcing essential boundary conditions plays a central role in immersed boundary methods. Nitsche's...
Imposing essential boundary conditions is a key issue in mesh-free methods. The mesh-free interpolat...
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 ...
A meshless approach to the analysis of two-dimensional elasticity problems by the Element-Free Galer...
This paper gives an overview over Meshfree Methods. Starting point is an extended and modified class...
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)...
The solution of elliptic systems of partial differential equations requires the imposition of approp...
In the reproducing kernel particle method (RKPM), and meshless methods in general, enforcement of es...
This paper is devoted to the imposition of Dirichlet type conditions within the eXtended Finite Elem...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
Over the past two decades, meshfree methods have undergone significant development as a numerical to...
AbstractTwo topics in the formulation and implementation of meshless methods are considered: the smo...
multiplier Summary. This paper is devoted to the imposition of Dirichlet type conditions within the ...
Enforcing essential boundary conditions plays a central role in immersed boundary methods. Nitsche's...
Imposing essential boundary conditions is a key issue in mesh-free methods. The mesh-free interpolat...
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 ...
A meshless approach to the analysis of two-dimensional elasticity problems by the Element-Free Galer...
This paper gives an overview over Meshfree Methods. Starting point is an extended and modified class...
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)...
The solution of elliptic systems of partial differential equations requires the imposition of approp...
In the reproducing kernel particle method (RKPM), and meshless methods in general, enforcement of es...
This paper is devoted to the imposition of Dirichlet type conditions within the eXtended Finite Elem...
The aim of this manuscript is to give a practical overview of meshless methods (for solid mechanics)...
Over the past two decades, meshfree methods have undergone significant development as a numerical to...
AbstractTwo topics in the formulation and implementation of meshless methods are considered: the smo...
multiplier Summary. This paper is devoted to the imposition of Dirichlet type conditions within the ...
Enforcing essential boundary conditions plays a central role in immersed boundary methods. Nitsche's...