A new least-squares approximation of affine mappings for sweep algorithms
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This paper presents a new algorithm to generate hexahedral meshes in extrusion geometries. Several algorithms have been devised to generate hexahedral mesh.
Abstract This paper presents a new algorithm to generate hexahedral meshes in extrusion geometries. Several algo- rithms have been devised to generate ...
The Finite Element Method is currently used to simulate and analyze a wide range of problems in applied sciences and engineering.
Least-squares approximation of affine mappings for sweep mesh generation: functional analysis and applications.
In this paper we present a new comparative analysis between these classical functional formulations and a new functional presented by the authors. In particular ...
Xevi Roca, Josep Sarrate, Antonio Huerta: A new least-squares approximation of affine mappings for sweep algorithms. IMR 2005: 433-448.
A new least-squares approximation of affine mappings for sweep algorithms. The final publication is available at Springer via http://dx.doi.org/10.1007 ...
In this paper we present a new comparative analysis between these classical functional formulations and a new functional presented by the authors. In particular ...
Títol: A new least-squares approximation of affine mappings for sweep algorithms ; Autors: Roca, X., Sarrate, J., Huerta, A., ; Investigadors/es (PRC):, Huerta, A ...
A new least-squares approximation of affine mappings for sweep algorithms. This paper presents a new algorithm to generate hexahedral meshes in extrusion ...