DocumentCode :
1847722
Title :
Surface reconstruction with enriched reproducing kernel particle approximation
Author :
Reuter, Patrick ; Joyot, Pierre ; Trunzler, Jean ; Boubekeur, Tamy ; Schlick, Christophe
Author_Institution :
LIPSI, ESTIA, Bidart, France
fYear :
2005
fDate :
20-21 June 2005
Firstpage :
79
Lastpage :
87
Abstract :
There are many techniques that reconstruct continuous 3D surfaces from scattered point data coming from laser range scanners. One of the most commonly used representations are point set surfaces (PSS) defined as the set of stationary points of a moving least squares (MLS) projection operator. One interesting property of the MLS projection is to automatically filter out high frequency noise, that is usually present in raw data due to scanning errors. Unfortunately, the MLS projection also smoothes out any high frequency feature, such as creases or corners, that may be present in the scanned geometry, and does not offer any possibility to distinguish between such feature and noise. The main contribution of this paper, is to present an alternative projection operator for surface reconstruction, based on the enriched reproducing kernel particle approximation (ERKPA), which allows the reconstruction process to account for high frequency features, by letting the user explicitly tag the corresponding areas of the scanned geometry.
Keywords :
computational geometry; least mean squares methods; surface fitting; enriched reproducing kernel particle approximation; laser range scanner; moving least square projection operator; point set surface; scanned geometry; scattered point data; surface reconstruction; Frequency; Geometry; Kernel; Laser noise; Least squares approximation; Least squares methods; Multilevel systems; Particle scattering; Surface emitting lasers; Surface reconstruction;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Point-Based Graphics, 2005. Eurographics/IEEE VGTC Symposium Proceedings
ISSN :
1511-7813
Print_ISBN :
3-905673-20-7
Type :
conf
DOI :
10.1109/PBG.2005.194068
Filename :
1500322
Link To Document :
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