Reconstruction of quasi developable surfaces from ribbon curves

被引:0
|
作者
Mathieu Huard
Nathalie Sprynski
Nicolas Szafran
Luc Biard
机构
[1] Atomic Energy and Alternative Energies Commission—Laboratoire,Laboratoire Jean Kuntzmann
[2] d’Electronique et de Technologies de l’Information (CEA—LETI),undefined
[3] Université Joseph Fourier,undefined
来源
Numerical Algorithms | 2013年 / 63卷
关键词
Geodesic curve; Hermite interpolation; Coons filling methods; Developable and quasi developable surfaces; Capture and reconstruction of surfaces;
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摘要
This paper deals with the acquisition and reconstruction of physical surfaces by mean of a ribbon device equipped with micro-sensors, providing geodesic curves running on the surface. The whole process involves the reconstruction of these 3D ribbon curves together with their global treatment so as to produce a consistent network for the geodesic surface interpolation by filling methods based on triangular Coons-like approaches. However, the ribbon curves follow their own way, subdividing thus the surface into arbitrary n-sided patches. We present here a method for the reconstruction of quasi developable surfaces from such n-sided curvilinear boundary curves acquired with the ribbon device.
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页码:483 / 506
页数:23
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