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Parallel refined Isogeometric Analysis in 3D 

Siwik, L.; Wozniak, M.; Trujillo, V.; Pardo, D.Autoridad BCAM; Calo, V.M.; Paszynski, M. (2018-11)
We study three-dimensional isogeometric analysis (IGA) and the solution of the resulting system of linear equations via a direct solver. IGA uses highly continuous $C^{p-1}$ basis functions, which provide multiple benefits ...
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Generalization of the Pythagorean Eigenvalue Error Theorem and its Application to Isogeometric Analysis 

Barton, M.Autoridad BCAM; Calo, V.M.; Deng, Q.; Puzyrev, V. (2018-10-13)
This chapter studies the effect of the quadrature on the isogeometric analysis of the wave propagation and structural vibration problems. The dispersion error of the isogeometric elements is minimized by optimally blending ...
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Efficient quadrature rules for subdivision surfaces in isogeometric analysis 

Barendrecht, P.; Kosinka, J.; Barton, M.Autoridad BCAM (2018-10)
We introduce a new approach to numerical quadrature on geometries defined by subdivision surfaces based on quad meshes in the context of isogeometric analysis. Starting with a sparse control mesh, the subdivision process ...

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AuthorBarton, M. (2)Calo, V.M. (2)Barendrecht, P. (1)Deng, Q. (1)Kosinka, J. (1)Pardo, D. (1)Paszyński, M. (1)Puzyrev, V. (1)Siwik, L. (1)Trujillo, V. (1)... másSubject
isogeometric analysis (3)
direct solvers (1)dispersion error (1)Gaussian quadrature rules (1)non-tensor-product splines (1)numerical integration (1)parallel computing (1)Pythagorean eigenvalue error theorem (1)quadrature (1)subdivision surface (1)... másFecha
2018 (3)

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