Advances of the meccano method for isogeometric analysis of irregular planar domains

Título:	Advances of the meccano method for isogeometric analysis of irregular planar domains
Autores/as:	López, J. I. Brovka, Marina Escobar Sánchez, José María Cascón Barbero, José Manuel Montenegro Armas, Rafael
Clasificación UNESCO:	12 Matemáticas 1204 Geometría 1206 Análisis numérico 120602 Ecuaciones diferenciales
Fecha de publicación:	2013
Resumen:	We present advances of the meccano method for T-spline modelling and analysis of complex geometries. We consider a planar domain composed by several irregular sub-domains. These sub-regions are defined by their boundaries and can represent different materials. The bivariate T-spline representation of the whole physical domain is constructed from a square. In this procedure, a T-mesh optimization method is crucial. We show results of an elliptic problem by using a quadtree local T-mesh refinement technique…
URI:	http://hdl.handle.net/10553/16809
Fuente:	Conference on Geometric and Physical Modeling (GD/SPM13). -- Colorado, USA : SIAM. -- 1-14 de noviembre de 2013
Derechos:	by-nc-nd
Colección:	Actas de congresos

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