Isogeometric boundary element analysis based on UE-splines

Volume: 398, Pages: 113700 - 113700
Published: Dec 1, 2021
Abstract
UE-splines are generalizations of uniform polynomial splines, trigonometric splines, hyperbolic splines and exponential splines defined as parametric splines in non-rational form. At the same time, they can exactly represent a wide class of basic analytic shapes commonly used in engineering applications. Further, UE-splines with uniform knot intervals can be conveniently generated by subdivision methods. In this paper, we use them to model many...
Paper Details
Title
Isogeometric boundary element analysis based on UE-splines
Published Date
Dec 1, 2021
Volume
398
Pages
113700 - 113700
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