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基于面坍陷的四面体网格简化与重建

The Simplification and Reconstruction of Tetrahedral Mesh Based on Triangular Face Collapse
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摘要 如何简化和重建大规模的四面体网格数据来达到实时渲染的目的,已经引起越来越多研究人员的重视。本文提出了一种新颖的使用面塌陷的方法来实现四面体网格的简化和重建。我们使用最大三角形拉伸率作为最主要的判别标准,来判断选择的三角面是否适合进行面塌陷操作。在我们的实验中,使用我们的方法在每次进行面塌陷操作时,平均可以删除11个四面体,并且我们的算法在简化和重建操作中都有很高的效率。我们的方法也很好的保持四面体网格的边界。 How to simplify and rebuild a large tetrahedral dataset in order to use in the real time rendering is of more importance. We introduces an novel approach using face collapse for rapid simplification and reconstruction of tetrahedral mesh. We use the Maximum Triangular Stretch Ratio as the mainly criterion to decide whether the face can be collapsed. In our experiments, it will delete eleven tetrahedral mesh in every step on average, and the efficiency of simplification and reconstruction is very high.It also can do well in preservation of the boundary of the tetrahedral mesh.
作者 文俊 赵飞
出处 《微计算机信息》 2011年第4期171-173,共3页 Control & Automation
关键词 四面体网格 简化 重建 Tetrahedral Mesh Simplification Reconstruction
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参考文献10

  • 1王玉琨,姚华.基于渐进网格的地形模型简化算法的研究[J].微计算机信息,2010,26(24):203-205. 被引量:3
  • 2K. Hormann, B. L?evy, and A. Sheffer. Mesh parameterization: Theory and practice. In SIGGRAPH 2007 Course Notes, volume 2, pages 1 - 122, San Diego, CA, August 2007. ACM Press.
  • 3Martin T, Cohen E, Kirby RM. Volumetric parameterization and trivariate Bspline fitting using harmonic functions. Computer Aided Geometric Design 2009;26(6):648_64.
  • 4Xin Li , Xiaohu Guo , Hongyu Wang , Ying He , Xianfeng Gu, Hong Qin, Harmonic volumetric mapping for solid modeling applications, Proceedings of the 2007 ACM symposium on Solid and physical modeling, June 04-06, 2007, Beijing, China.
  • 5Cignoni, P.,Montani, C., Rocchini, C., and Scopigno, R. 1998a. A general method for preserving attribute values on simplifiedme mesh. In IEEE Visualization 98 Conference Proceedings. 59 - 66, 518.
  • 6Hoppe, Hugues. Progressive Mesh. In Proceedings of SIG- GRAPH'96 (New Orleans, Louisiana, August 1996),pages 99-108. ACM SIGGRAPH, ACM Press. August 1996.
  • 7O. G. Staadt and M. H. Gross, "Progressive tetetrahedralizations," in IEEE Visualization '98, 1998, pp. 397 -402.
  • 8Y.-J. Chiang and X. Lu. Progressive Simplification of Tetetrahedral Mesh Preserving All Isosurface Topologies. Computer Graphics Forum, 22(3):493 - 504, 2003.
  • 9hopra, P. and Meyer, J. 2002. TetFusion: An algorithm for rapid tetetrahedral simplification. In IEEE Visualization 2003.133 - 140.
  • 10Xuanming Wang, Guying Wu, and Enhua Wu. "A Novel Technique Based on Triangle Decimation for Tetetrahedral Simplification", Acth Electronica Sinica, Vol. 35 No. 12,2007,pp.2343- 2346.

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