Constructing an analysis-suitable parameterization for the computational domain from its
boundary representation plays a crucial role in the isogeometric design-through-analysis …

The construction of high-quality parameterizations for complex domains remains a
significant challenge in isogeometric analysis. To address this issue, we propose a G 1 …

This paper presents a parameterisation framework based on (inverted) elliptic PDEs for
addressing the planar parameterisation problem of finding a valid description of the …

Isogeometric analysis is an innovative numerical paradigm with the potential to bridge the
gap between Computer-Aided Design and Computer-Aided Engineering. However …

Constructing spline parameterizations for computational domains is one of the fundamental
problems in isogeometric analysis. In this paper, we present an efficient method for …

Isogeometric analysis has brought a paradigm shift in integrating computational simulations
with geometric designs across engineering disciplines. This technique necessitates analysis …

Constructing a high-quality parameterization of a computational domain is a fundamental
research problem in isogeometric analysis, which has been extensively investigated so far …

We propose a novel isogeometric collocation method (IGA-C) for trimmed domains, using
weighted extended B-splines (WEB-splines). Our approach employs the implicit …

Generalized Bézier surfaces are a multi-sided generalization of classical tensor product
Bézier surfaces with a simple control structure and inherit most of the appealing properties …

NURBS method is the standard mathematical method for describing the shapes of
curves/surfaces/volumes, and it is extensively used in computer-aided design, computer …