International audienceLocal refinement with hierarchical B-spline structures is an active topic of research in the context of geometric modeling and isogeometric analysis. By exploiting a multilevel control structure, we show that truncated hierarchical B-spline (THB-spline) representations support interactive modeling tools, while simultaneously providing effective approximation schemes for the manipulation of complex data sets and the solution of partial differential equations via isogeometric analysis. A selection of illustrative 2D and 3D numerical examples demonstrates the potential of the hierarchical framework
The recently proposed locally refined B-splines, denoted LR B-splines, by Dokken et al. (2013) [6] m...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The re-sulting spaces ...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The resulting spaces a...
We present an adaptive local refinement technique for isogeometric analysis based on hierarchical T-...
Aufgrund ihrer vielen wünschenswerten Eigenschaften nutzen Softwarebibliotheken im Computer-Aided De...
The construction of suitable mesh configurations for spline models that provide local refinement cap...
We present two adaptive refinement techniques, namely adaptive local refinement and adaptive hierarc...
Isogeometric analysis uses spline parameterizations to describe the geometry of the physical domain....
Die trunkierten hierarchischen B-Splines (THB-Splines), welche auf Gebieten im d-dimensionalen Raum ...
We consider an adaptive isogeometric method (AIGM) based on (truncated) hierarchical B-splines and c...
Isogeometric analysis is a powerful paradigm which exploits the high smoothness of splines for the n...
This thesis addresses an adaptive higher-order method based on a Geometry Independent Field approxim...
Isogeometric analysis is a powerful paradigm which exploits the high smoothness of splines for the n...
We propose local multigrid solvers for adaptively refined isogeometric discretizations using (trunca...
In this article we introduce all the ingredients to develop adaptive isogeometric methods based on h...
The recently proposed locally refined B-splines, denoted LR B-splines, by Dokken et al. (2013) [6] m...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The re-sulting spaces ...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The resulting spaces a...
We present an adaptive local refinement technique for isogeometric analysis based on hierarchical T-...
Aufgrund ihrer vielen wünschenswerten Eigenschaften nutzen Softwarebibliotheken im Computer-Aided De...
The construction of suitable mesh configurations for spline models that provide local refinement cap...
We present two adaptive refinement techniques, namely adaptive local refinement and adaptive hierarc...
Isogeometric analysis uses spline parameterizations to describe the geometry of the physical domain....
Die trunkierten hierarchischen B-Splines (THB-Splines), welche auf Gebieten im d-dimensionalen Raum ...
We consider an adaptive isogeometric method (AIGM) based on (truncated) hierarchical B-splines and c...
Isogeometric analysis is a powerful paradigm which exploits the high smoothness of splines for the n...
This thesis addresses an adaptive higher-order method based on a Geometry Independent Field approxim...
Isogeometric analysis is a powerful paradigm which exploits the high smoothness of splines for the n...
We propose local multigrid solvers for adaptively refined isogeometric discretizations using (trunca...
In this article we introduce all the ingredients to develop adaptive isogeometric methods based on h...
The recently proposed locally refined B-splines, denoted LR B-splines, by Dokken et al. (2013) [6] m...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The re-sulting spaces ...
In this paper hierarchical analysis-suitable T-splines (HASTS) are developed. The resulting spaces a...