Abstract. Two dynamic mesh methods — Radial Basis Function (RBF) method and Delaunay method which have been used widely in fluid-structure interaction recently were compared. Primarily, the basic theory of these two methods and the dynamic mesh process were presented. Furthermore, using the variable bandwidth sparse matrix storage technique, the computational efficiency of the RBF method can be improved. Taking ONERA M6 wing as an example, the mesh quality and computation time of the mesh motion after the airfoil rotation and wing deformation were checked. The results show that RBF method generate a better quality mesh in both structure and unstructured mesh while Delaunay method performed high efficiency, especially when the node number of...
Summarization: In this work the development of a partitioned FSI coupling procedure is reported, aim...
When addressing multi-domain/multi-physics problems, the correct exchange of mathematical informatio...
This thesis studies a novel mesh deformation method based on radial basis functions to improve mesh ...
The fluid–structure interaction and aerodynamic shape optimization usually involve the moving or def...
A multivariate interpolation scheme, using radial basis functions, is presented, which results in a ...
Aeroelasticity studies the interaction between aerodynamic forces and structural responses, and is o...
A radial basis function (RBF) interpolation method is implemented to be applied in computational flu...
Fluid structure interaction (FSI) is a complex phenomenon that in several applications cannot be neg...
Fluid structure interaction (FSI) is a complex phenomenon that in several applications cannot be neg...
A novel mesh deformation technique is developed based on the Delaunay graph mapping (DGM) method and...
A new point-by-point mesh movement algorithm is developed for the deformation of unstructured grids....
Summarization: The development of an efficient partitioned FSI coupling scheme is reported in this p...
During aeroelastic simulation, forces and displacements must be interpolated between the non-matchin...
A simple and efficient dynamic grid deformation technique is proposed for computing unsteady flow pr...
The Radial Basis Function (RBF) method with data reduction is an effective way to perform mesh defor...
Summarization: In this work the development of a partitioned FSI coupling procedure is reported, aim...
When addressing multi-domain/multi-physics problems, the correct exchange of mathematical informatio...
This thesis studies a novel mesh deformation method based on radial basis functions to improve mesh ...
The fluid–structure interaction and aerodynamic shape optimization usually involve the moving or def...
A multivariate interpolation scheme, using radial basis functions, is presented, which results in a ...
Aeroelasticity studies the interaction between aerodynamic forces and structural responses, and is o...
A radial basis function (RBF) interpolation method is implemented to be applied in computational flu...
Fluid structure interaction (FSI) is a complex phenomenon that in several applications cannot be neg...
Fluid structure interaction (FSI) is a complex phenomenon that in several applications cannot be neg...
A novel mesh deformation technique is developed based on the Delaunay graph mapping (DGM) method and...
A new point-by-point mesh movement algorithm is developed for the deformation of unstructured grids....
Summarization: The development of an efficient partitioned FSI coupling scheme is reported in this p...
During aeroelastic simulation, forces and displacements must be interpolated between the non-matchin...
A simple and efficient dynamic grid deformation technique is proposed for computing unsteady flow pr...
The Radial Basis Function (RBF) method with data reduction is an effective way to perform mesh defor...
Summarization: In this work the development of a partitioned FSI coupling procedure is reported, aim...
When addressing multi-domain/multi-physics problems, the correct exchange of mathematical informatio...
This thesis studies a novel mesh deformation method based on radial basis functions to improve mesh ...