원문정보
초록
영어
This paper presents a fuzzy normal estimate for mass point clouds of irregular models in reconstruction. The irregular model is complex object that some part is smooth and some parts are irregular including sharp features. Therefore, we put kNN and curvature of mass point clouds to fuzzy inference system to divide the kind of point clouds and the output of FIS can determine which part of tooth point clouds belong to. For different kinds point clouds, corresponding algorithm is given. Point clouds in the smooth area are estimated normal by PCA directly and ones in other regions of thin or sharp area are estimated by checker and attach points. This method is simpler than those complex methods used on the whole point clouds directly. The experiment results show that much time is saved and surface reconstruction is very fine than PCA and WLOP.
목차
1. Introduction
2. FIS Applied in Normal Estimation of Mass Point Clouds
3. Fuzzy Normal Estimate Method for Point Clouds of Irregular Model
3.1. The Character of Irregular Model
3.2. Description of Fuzzy Rules
3.3. Normal Estimation Framework
4. Experimental Results
5. Conclusions
Acknowledgment
References
키워드
저자정보
참고문헌
- 1An Orientation Inference Framework for Surface Reconstruction From Unorganized Point Clouds네이버 원문 이동
- 2Consolidation of unorganized point clouds for surface reconstruction네이버 원문 이동
- 3Surface reconstruction from 3D scattered points with normals using both delaunay tetrahedralization and implicit function네이버 원문 이동
- 4A Novel Surface Reconstruction Framework from Point Clouds without Normal네이버 원문 이동
- 5Surface Reconstruction by Voronoi Filtering네이버 원문 이동
- 6Surface reconstruction from unorganized points네이버 원문 이동
- 7Robust normal estimation for point clouds with sharp features네이버 원문 이동
- 8Orienting unorganized points for surface reconstruction네이버 원문 이동
- 9A NOVEL NORMAL ESTIMATION BASED ON FUZZY INFERENCE FOR MASS POINT CLOUDS OF DENTURE IN THE THREE-DIMENSIONAL RECONSTRUCTION네이버 원문 이동
- 10A variational model for normal computation of point clouds네이버 원문 이동
- 11(Reference title not available)