Abstract. In the present paper an embedded-boundary formulation that is applicable to fluid structure interaction problems is presented. The Navier-Stokes equations for incompressible flow are solved on a fixed grid which is not aligned with the body. A corotational formulation is used to describe the dynamics of a body that moves through the fixed grid undergoing large-angle/large-displacement rigid body motions. A strong coupling scheme is adopted, where the fluid and the structure are treated as elements of a single dynamical system, and all of the governing equations are integrated simultaneously and interactively in the time-domain. A demonstration of the accuracy and efficiency of the method will be given for a variety of fluid/struct...
This paper focuses on a computational approach for nearly incompressible viscous fluids interacting ...
A strongly coupled algorithm is presented for the incompressible fluid–rigid body interaction using ...
The interaction problem of incompressible fluid and incompressible elastic material in the so-called...
Abstract. In the present paper an embedded-boundary formulation that is applicable to fluid structur...
A monolithic method for numerically solving fluid--structure interactions between viscous flow on an...
A new formulation for two-dimensional fluid–rigid body interaction problems is developed. In particu...
An accurate, efficient and robust numerical scheme is presented for the simulation of the interactio...
The implementations of an updated body-fitted and a non body-fitted method to deal with the interact...
The objective of the PhD thesis is to study systems coupling the equations for a viscous incompressi...
We present a class of numerical algorithms for simulating viscous fluid problems of incom-pressible ...
A new fluid-structure interaction approach for bio-inspired regime is presented. In this method, the...
In this master's thesis a ghost-point immersed boundary method for the compressible Navier-Stokes eq...
The numerical simulation of fluid-structure interaction problems is one of the great challenges in s...
A Navier–Stokes solver based on Cartesian structured finite volume discretization&nb...
In this paper a flexible finite element computational tool developed to investigate fluid-structure ...
This paper focuses on a computational approach for nearly incompressible viscous fluids interacting ...
A strongly coupled algorithm is presented for the incompressible fluid–rigid body interaction using ...
The interaction problem of incompressible fluid and incompressible elastic material in the so-called...
Abstract. In the present paper an embedded-boundary formulation that is applicable to fluid structur...
A monolithic method for numerically solving fluid--structure interactions between viscous flow on an...
A new formulation for two-dimensional fluid–rigid body interaction problems is developed. In particu...
An accurate, efficient and robust numerical scheme is presented for the simulation of the interactio...
The implementations of an updated body-fitted and a non body-fitted method to deal with the interact...
The objective of the PhD thesis is to study systems coupling the equations for a viscous incompressi...
We present a class of numerical algorithms for simulating viscous fluid problems of incom-pressible ...
A new fluid-structure interaction approach for bio-inspired regime is presented. In this method, the...
In this master's thesis a ghost-point immersed boundary method for the compressible Navier-Stokes eq...
The numerical simulation of fluid-structure interaction problems is one of the great challenges in s...
A Navier–Stokes solver based on Cartesian structured finite volume discretization&nb...
In this paper a flexible finite element computational tool developed to investigate fluid-structure ...
This paper focuses on a computational approach for nearly incompressible viscous fluids interacting ...
A strongly coupled algorithm is presented for the incompressible fluid–rigid body interaction using ...
The interaction problem of incompressible fluid and incompressible elastic material in the so-called...