A Multi-System Interface Coupling Technique (MSIC) has been developed for coupling Boundary Element Method (BEM) and Finite Element Method (FEM) solutions in the direct time domain for linear elasticity and wave propagation problems. The MSIC allows for independent selection of time step in each of the solvers and has been shown to be highly accurate, stable and efficient. This work focuses on the development of a master solver that controls and couples, without iterations or solution staggering, the solvers of the independent systems in the direct time domain. The proposed method is based on substructuring concepts but adopts an explicit enforcement of displacement compatibility and force equilibrium at the interface boundary among the sys...
The fully nonlinear wave/body interaction problem is usually solved through a time stepping techniqu...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...
A Multi-System Interface Coupling Technique (MSIC) has been developed for coupling Boundary Element ...
This paper reviews existing domain decomposition finite element-boundary element coupling algorithms...
By coupling the finite element method (FEM) and the boundary element method (BEM), an algorithm that...
By coupling the Boundary Element Method (BEM) and the Finite Element Method (FEM) an algorithm that ...
In this paper we briefly review some of the existing domain-decomposition coupling of the finite and...
ABSTRACT This study investigates the theoretical and numerical basis of finite element-hosted coupli...
As a Lagrangian type meshless method, the MPS is suitable for violent free surface problems. In this...
The boundary integral equation for elasticity is valid for a single domain consisting of homogeneous...
Non-linear physical systems of infinite extent are conveniently modelled using FE–BE coupling method...
This thesis considers the treatment of the wave equation given outside of a bounded, orientable Lips...
Problems solved by using different steady-state solution techniques in adjacent subregions are discu...
The combination of finite and boundary element methods for the numerical solution of coupled problem...
The fully nonlinear wave/body interaction problem is usually solved through a time stepping techniqu...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...
A Multi-System Interface Coupling Technique (MSIC) has been developed for coupling Boundary Element ...
This paper reviews existing domain decomposition finite element-boundary element coupling algorithms...
By coupling the finite element method (FEM) and the boundary element method (BEM), an algorithm that...
By coupling the Boundary Element Method (BEM) and the Finite Element Method (FEM) an algorithm that ...
In this paper we briefly review some of the existing domain-decomposition coupling of the finite and...
ABSTRACT This study investigates the theoretical and numerical basis of finite element-hosted coupli...
As a Lagrangian type meshless method, the MPS is suitable for violent free surface problems. In this...
The boundary integral equation for elasticity is valid for a single domain consisting of homogeneous...
Non-linear physical systems of infinite extent are conveniently modelled using FE–BE coupling method...
This thesis considers the treatment of the wave equation given outside of a bounded, orientable Lips...
Problems solved by using different steady-state solution techniques in adjacent subregions are discu...
The combination of finite and boundary element methods for the numerical solution of coupled problem...
The fully nonlinear wave/body interaction problem is usually solved through a time stepping techniqu...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...
When non linear physical systems of infinite extent are modelled, such as tunnels and perforations, ...