This work presents a simple yet robust method for coupling non-conforming NURBS patches in isogeometric frameworks. It consists of virtually refining bordering patches to derive coupling constraints in a master-slave formulation. These constraints are then enforced via a substitution method for condensation of the slave variables, thereby reducing the model size. The coupling relationships only depend on the mesh itself and not on any problem-dependent parameters, resulting in a natural coupling with a very low computational cost. In the special case of hierarchical meshes, the method results in an exact connection. For an arbitrary non-conforming configuration, however, the intrinsic mismatch between the interface basis functions prevents ...
The use of a common set of basis functions for design and analysis is the main paradigm of isogeomet...
We present an isogeometric analysis technique that builds on manifold-based smooth basis functions f...
In the standard paradigm of isogeometric analysis [2, 1], the geometry and the simulation spaces are...
This paper presents a simple yet flexible method for coupling non-conforming NURBS patches in isogeo...
Isogeometric analysis allows the use of shell formulations without rotational degrees of freedom, bu...
In this contribution a mortar-type method for the coupling of non-conforming NURBS surface patches i...
Nitsche’s method can be used as a coupling tool for non-matching discretizations by weakly enforcing...
International audienceDue to an exact representation of the geometry and to the use of smoother func...
peer reviewedWe present a Nitche’s method to couple non-conforming two and three-dimensional NURBS (...
This work presents a technique for coupling NURBS patches in isogeometric Kirchhoff-Love shell analy...
This paper presents a flexible method for coupling NURBS patches in isogeometric Kirchhoff–Love shel...
We present a novel method for isogeometric analysis (IGA) to directly work on geometries constructed...
We present a Nitche’s method to couple non-conforming two and three-dimensional non uniform rational...
In the standard paradigm of isogeometric analysis, the geometry and the simulation spaces are tightl...
Isogeometric Kirchhoff–Love elements have been receiving increasing attention in geometrically nonli...
The use of a common set of basis functions for design and analysis is the main paradigm of isogeomet...
We present an isogeometric analysis technique that builds on manifold-based smooth basis functions f...
In the standard paradigm of isogeometric analysis [2, 1], the geometry and the simulation spaces are...
This paper presents a simple yet flexible method for coupling non-conforming NURBS patches in isogeo...
Isogeometric analysis allows the use of shell formulations without rotational degrees of freedom, bu...
In this contribution a mortar-type method for the coupling of non-conforming NURBS surface patches i...
Nitsche’s method can be used as a coupling tool for non-matching discretizations by weakly enforcing...
International audienceDue to an exact representation of the geometry and to the use of smoother func...
peer reviewedWe present a Nitche’s method to couple non-conforming two and three-dimensional NURBS (...
This work presents a technique for coupling NURBS patches in isogeometric Kirchhoff-Love shell analy...
This paper presents a flexible method for coupling NURBS patches in isogeometric Kirchhoff–Love shel...
We present a novel method for isogeometric analysis (IGA) to directly work on geometries constructed...
We present a Nitche’s method to couple non-conforming two and three-dimensional non uniform rational...
In the standard paradigm of isogeometric analysis, the geometry and the simulation spaces are tightl...
Isogeometric Kirchhoff–Love elements have been receiving increasing attention in geometrically nonli...
The use of a common set of basis functions for design and analysis is the main paradigm of isogeomet...
We present an isogeometric analysis technique that builds on manifold-based smooth basis functions f...
In the standard paradigm of isogeometric analysis [2, 1], the geometry and the simulation spaces are...