We investigate a well-motivated mesh untangling objective function whose optimization automatically produces non-inverted elements when possible. Examples show the procedure is highly effective on simplicial meshes and on non-simplicial (e.g., hexahedral) meshes constructed via mapping or sweeping algorithms. The current whisker-weaving (WW) algorithm in CUBIT usually produces hexahedral meshes that are unsuitable for analyses due to inverted elements. The majority of these meshes cannot be untangled using the new objective function. The most likely source of the difficulty is poor mesh topology
Abstract: Hexahedral elements provide greater accuracy and efficiency over tetrahedral elements for ...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...
Currently, there is not a general method such that any given geometry can generate a mesh with eleme...
Currently, there is not a general method such that any given geometry can generate a mesh with elem...
An effective method for untangling and optimization of hexahedral unstructured non-conformal meshes ...
Existing mesh untangling algorithms are unable to untangle highly tangled meshes. In this study, we ...
In this work, we present a simultaneous untangling and smoothing technique for quadrilateral and hex...
The accuracy and efficiency of the solution to numerical systems depends on the quality of the mesh...
This paper introduces a new algorithm called whisker weaving for constructing unstructured, all-hexa...
Mesh untangling is still a hot topic in applied mathematics. Tangled or folded meshes appear in many...
Hexahedral (or hex-) meshes are preferred in many medical, engineering, and scientific simulation ap...
International audienceMesh untangling is still a hot topic in applied mathematics. Tangled or folded...
The generation of a valid computational mesh is an essential step in the solution of many complex sc...
In this work, we study several strategies based on different objective functions for optimization of...
Abstract: Hexahedral elements provide greater accuracy and efficiency over tetrahedral elements for ...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...
Currently, there is not a general method such that any given geometry can generate a mesh with eleme...
Currently, there is not a general method such that any given geometry can generate a mesh with elem...
An effective method for untangling and optimization of hexahedral unstructured non-conformal meshes ...
Existing mesh untangling algorithms are unable to untangle highly tangled meshes. In this study, we ...
In this work, we present a simultaneous untangling and smoothing technique for quadrilateral and hex...
The accuracy and efficiency of the solution to numerical systems depends on the quality of the mesh...
This paper introduces a new algorithm called whisker weaving for constructing unstructured, all-hexa...
Mesh untangling is still a hot topic in applied mathematics. Tangled or folded meshes appear in many...
Hexahedral (or hex-) meshes are preferred in many medical, engineering, and scientific simulation ap...
International audienceMesh untangling is still a hot topic in applied mathematics. Tangled or folded...
The generation of a valid computational mesh is an essential step in the solution of many complex sc...
In this work, we study several strategies based on different objective functions for optimization of...
Abstract: Hexahedral elements provide greater accuracy and efficiency over tetrahedral elements for ...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...
International audienceMapping a triangulated surface to 2D space (or a tetrahedral mesh to 3D space)...