Add to ORKGIn this note, we propose Steklov-Poincar´e iterative algorithms (mutuated from the analogy with heterogeneous domain decomposition) to solve fluidstructure interaction problems. Although our framework is very general, the driving application is concerned with the interaction of blood flow and vessel walls in large arteries
In this article we design new partitioned procedures for fluid–structure interaction problems,...
Heterogeneous domain decomposition is a field of research bridging (homogeneous) domain decompositio...
In this paper we suggest some algorithms for the fluid-structure interaction problem stated using a ...
In this note, we propose Steklov-Poincar´e iterative algorithms (mutuated from the analogy with hete...
In this note we review some classical algorithms for fluid-structure interaction problems and we pro...
Numerical simulation of blood flows in compliant arteries is becoming an useful tool in studying the...
We present results obtained for non-Newtonian shear-dependent fluid flow in a time-dependent domain,...
This work focuses on the derivation and the analysis of a novel, strongly-coupled partitioned method...
23 pagesOften computational models are too expensive to be solved in the entire domain of simulation...
In this work we deal with the numerical solution of the fluid-structure interaction problem arising ...
Finite element techniques for solving the problem of fluid-structure interaction of an elastic solid...
In this paper we review some classical algorithms for fluid–structure interaction problems and we pr...
We model blood flow in arteries as an incompressible Newtonian fluid confined by a poroelastic wall....
We consider the fluid-structure interaction problem arising in haemodynamic applications. The finite...
The increasing computational load required by most applications and the limits in hardware performan...
In this article we design new partitioned procedures for fluid–structure interaction problems,...
Heterogeneous domain decomposition is a field of research bridging (homogeneous) domain decompositio...
In this paper we suggest some algorithms for the fluid-structure interaction problem stated using a ...
In this note, we propose Steklov-Poincar´e iterative algorithms (mutuated from the analogy with hete...
In this note we review some classical algorithms for fluid-structure interaction problems and we pro...
Numerical simulation of blood flows in compliant arteries is becoming an useful tool in studying the...
We present results obtained for non-Newtonian shear-dependent fluid flow in a time-dependent domain,...
This work focuses on the derivation and the analysis of a novel, strongly-coupled partitioned method...
23 pagesOften computational models are too expensive to be solved in the entire domain of simulation...
In this work we deal with the numerical solution of the fluid-structure interaction problem arising ...
Finite element techniques for solving the problem of fluid-structure interaction of an elastic solid...
In this paper we review some classical algorithms for fluid–structure interaction problems and we pr...
We model blood flow in arteries as an incompressible Newtonian fluid confined by a poroelastic wall....
We consider the fluid-structure interaction problem arising in haemodynamic applications. The finite...
The increasing computational load required by most applications and the limits in hardware performan...
In this article we design new partitioned procedures for fluid–structure interaction problems,...
Heterogeneous domain decomposition is a field of research bridging (homogeneous) domain decompositio...
In this paper we suggest some algorithms for the fluid-structure interaction problem stated using a ...