AbstractIn this work we provide a template-based approach for generating locally refined all-hex meshes. We focus specifically on refinement of initially structured grids utilizing a 2-refinement approach where uniformly refined hexes are subdivided into eight child elements. The refinement algorithm consists of identifying marked nodes that are used as the basis for a set of four simple refinement templates. The target application for 2-refinement is a parallel grid-based all-hex meshing tool for high performance computing in a distributed environment. The result is a parallel consistent locally refined mesh requiring minimal communication and where minimum mesh quality is greater than scaled Jacobian 0.4 prior to smoothing
Due to their nice numerical properties, conforming hexahedral meshes are considered a prominent comp...
Hexahedral mesh generation using overlay grid methods has the benefit of being fully automatic, requ...
International audienceThis article introduces a method that generates a hexahedral-dominant mesh fro...
AbstractIn this work we provide a template-based approach for generating locally refined all-hex mes...
A number of methods for adaptation of existing all-hexahedral grids by localized refine-ment have be...
In this article, we provide a detailed survey of techniques for hexahedral mesh generation. We cover...
AbstractThe finite element mesh regeneration, which is usually required during the design model veri...
Hexahedral (or hex-) meshes are preferred in many medical, engineering, and scientific simulation ap...
To improve the quality of the results of a numerical simulation with a finite element method, mesh r...
AbstractWe propose here an indirect approach for building hex-dominant meshes, using the recombinati...
AbstractAutomatic, all-hex meshes are required in many environments. However, current methods can pr...
This article introduces a method that generates a hexahedral-dominant mesh from an input tetrahedral...
AbstractIn this paper, we present a new algorithm for all-hex meshing of domains with multiple regio...
Hexahedral mesh generation using overlay grid methods has the benet of being fully automatic, requir...
AbstractVolumetric polyhedral meshes are required in many applications, especially for solving parti...
Due to their nice numerical properties, conforming hexahedral meshes are considered a prominent comp...
Hexahedral mesh generation using overlay grid methods has the benefit of being fully automatic, requ...
International audienceThis article introduces a method that generates a hexahedral-dominant mesh fro...
AbstractIn this work we provide a template-based approach for generating locally refined all-hex mes...
A number of methods for adaptation of existing all-hexahedral grids by localized refine-ment have be...
In this article, we provide a detailed survey of techniques for hexahedral mesh generation. We cover...
AbstractThe finite element mesh regeneration, which is usually required during the design model veri...
Hexahedral (or hex-) meshes are preferred in many medical, engineering, and scientific simulation ap...
To improve the quality of the results of a numerical simulation with a finite element method, mesh r...
AbstractWe propose here an indirect approach for building hex-dominant meshes, using the recombinati...
AbstractAutomatic, all-hex meshes are required in many environments. However, current methods can pr...
This article introduces a method that generates a hexahedral-dominant mesh from an input tetrahedral...
AbstractIn this paper, we present a new algorithm for all-hex meshing of domains with multiple regio...
Hexahedral mesh generation using overlay grid methods has the benet of being fully automatic, requir...
AbstractVolumetric polyhedral meshes are required in many applications, especially for solving parti...
Due to their nice numerical properties, conforming hexahedral meshes are considered a prominent comp...
Hexahedral mesh generation using overlay grid methods has the benefit of being fully automatic, requ...
International audienceThis article introduces a method that generates a hexahedral-dominant mesh fro...