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Document type:
Masterarbeit 
Author(s):
Stefan Grabke 
Title:
Isogeometric Analysis with Loop Subdivision Surfaces 
Abstract:
Subdivision surfaces are a way of describing a free-form geometry. Unlike NURBS, subdivision surfaces are not limited to a rigid parameter space. The fundamental concept of subdivision surfaces is to repeatedly refine a control point net that roughly describes the desired free-form geometry. By "cutting away" peaks in the control point net, each subdivision step gives a smoother description of the geometry. In the limit this converges to a smooth surface. For the regular case, the limi...    »
 
Advisor:
Bletzinger, K.-U. 
Year:
2019 
Language:
en 
University:
Technische Universität München 
TUM Institution:
Lehrstuhl für Statik