Background: Indirect quad mesh generation methods rely on an initial triangular mesh. So called triangle-merge techniques are then used to recombine the triangles of the initial mesh into quadrilaterals. This way, high-quality full-quad meshes suitable for finite element calculations can be generated for arbitrary two-dimensional geometries..
The whole process of mesh generation is presented in detail. Advancing front technique (AFT) is pro-...
Two of the most successful methods to generate unstructured hexahedral meshes are the grid-based met...
Mesh generation is a fundamental and important problem in geometric data modeling and processing. In...
Numerical simulation is a powerful tool to analyze complex physical phenomena for scientific analysi...
As known in the literature, quadrilateral meshes can be created indirectly by recombining the elemen...
A new scheme for the generation of a quadrilateral element mesh is presented. The algorithm makes us...
AbstractThe automatic generation of structured multi-block quadrilateral (quad) and hexahedral (hex)...
Boundary-constrained triangulation has long been the domain of Delaunay mesh generation. Another app...
A method for decomposing a volume with a prescribed quadrilateral surface mesh, into a hexahedral-do...
A new indirect quadrangular mesh generation algorithm which relies on sequential decision-making tec...
Decomposing a volume into high-quality hexahedral cells is a challenging task in finite element simu...
The domain geometry is defined by means of a closed all-quadrilateral mesh. The outer mesh imposes v...
An algorithm is proposed to generate quadrilateral elements over a triangular element mesh by select...
H-Morph is a new automatic algorithm for the generation of a hexahedral-dominant finite element mesh...
Boundary-constrained triangulation has long been the domain of Delaunay mesh generation. Another app...
The whole process of mesh generation is presented in detail. Advancing front technique (AFT) is pro-...
Two of the most successful methods to generate unstructured hexahedral meshes are the grid-based met...
Mesh generation is a fundamental and important problem in geometric data modeling and processing. In...
Numerical simulation is a powerful tool to analyze complex physical phenomena for scientific analysi...
As known in the literature, quadrilateral meshes can be created indirectly by recombining the elemen...
A new scheme for the generation of a quadrilateral element mesh is presented. The algorithm makes us...
AbstractThe automatic generation of structured multi-block quadrilateral (quad) and hexahedral (hex)...
Boundary-constrained triangulation has long been the domain of Delaunay mesh generation. Another app...
A method for decomposing a volume with a prescribed quadrilateral surface mesh, into a hexahedral-do...
A new indirect quadrangular mesh generation algorithm which relies on sequential decision-making tec...
Decomposing a volume into high-quality hexahedral cells is a challenging task in finite element simu...
The domain geometry is defined by means of a closed all-quadrilateral mesh. The outer mesh imposes v...
An algorithm is proposed to generate quadrilateral elements over a triangular element mesh by select...
H-Morph is a new automatic algorithm for the generation of a hexahedral-dominant finite element mesh...
Boundary-constrained triangulation has long been the domain of Delaunay mesh generation. Another app...
The whole process of mesh generation is presented in detail. Advancing front technique (AFT) is pro-...
Two of the most successful methods to generate unstructured hexahedral meshes are the grid-based met...
Mesh generation is a fundamental and important problem in geometric data modeling and processing. In...