In this article, we extend this approximation theory developed in (Bazilevs et al., Math Models Methods Appl Sci 16 (2006), 1031-1090) and (Beirão da Veiga et al., Comput Methods Appl Mech Eng 209-212 (2012), 1-11) to the case when the computational domain is a collection of nonuniform rational B-splines patches.
Buffa, A., Vazquez, R., Sangalli, G., BEIRAO DA VEIGA, L. (2015). Approximation estimates for isogeometric spaces in multipatch geometries. NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS, 31(2), 422-438 [10.1002/num.21943].
Approximation estimates for isogeometric spaces in multipatch geometries
BEIRAO DA VEIGA, LOURENCOUltimo
2015
Abstract
In this article, we extend this approximation theory developed in (Bazilevs et al., Math Models Methods Appl Sci 16 (2006), 1031-1090) and (Beirão da Veiga et al., Comput Methods Appl Mech Eng 209-212 (2012), 1-11) to the case when the computational domain is a collection of nonuniform rational B-splines patches.
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