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用鞍点保证拓扑正确的快速等值面提取技术

Fast iso-surface extraction method using saddle to ensure topology correct
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摘要 等值面提取是研究三维数据场可视化的有效方法。针对已有的一些等值面提取算法存在的二义性问题,提出了用鞍点保证拓扑正确的快速等值面提取算法。用二线性插值和三线性插值函数来近似计算立方体表面和内部点的值,根据立方体中面鞍点和体鞍点个数的不同,将立方体剖分成不同数目的四面体。这种剖分只和原始数据的属性有关,与给定的等值无关,因此在数据不变的情况下只需要剖分一次。最后,用分层分组的方法将四面体分类到不同组中,避免在等值面提取过程中访问那些不含有等值面的四面体,从而提高了算法的速度。该算法在等值平滑变化或是随机变化时都能保持良好的特性。 Iso-surface extraction is an effective manner to study the visualization of three-dimensional data field.To solve the ambiguity question of the existing iso-surface extraction algorithms,a fast iso-surface extraction method which uses saddle to ensure the topology correct is proposed.The accurate iso-surface in the interior of cube is constructed by using the bilinear and the trilinear interpolant method.According to the number of saddle in cube,the cube is tessellated to several tetrahedral cell.This method is only relate to the properties of original data rather than the iso-value,so the cube is only tessellated once when the original data are not changed.Finally,tetrahedral cells are classified into different classes by the class group mehtod,so that only the tetrahedral cell which is intersected with the given iso-surface is visited,the speed of extration is quite improved.Whether the iso-value is smoothly changed or randomly changed,the algorithm is able to maintain a good character.
作者 黄连杰 李纳
出处 《计算机工程与应用》 CSCD 北大核心 2011年第26期196-199,206,共5页 Computer Engineering and Applications
基金 国家自然科学基金No.60970105 山东省自然科学基金(No.Y2007G22)~~
关键词 二义性 鞍点 等值面提取 立方体剖分 四面体 插值 ambiguity saddle iso-surface extraction cube tessellation tetrahedral cell interpolation
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  • 1周勇,唐泽圣.用自适应的三线性逼近方法构造等值面[J].计算机学报,1994,17(A00):1-10. 被引量:6
  • 2王李管,何昌盛,贾明涛.三维地质体实体建模技术及其在工程中的应用[J].金属矿山,2006,35(2):58-62. 被引量:68
  • 3关振群,单菊林,顾元宪.基于黎曼度量的复杂参数曲面有限元网格生成方法[J].计算机学报,2006,29(10):1823-1833. 被引量:20
  • 4Jung Y H,Lee K. Tetrahedron-based octree encoding for automatic mesh generation [ J]. Computer-Aided Design, 1993 ( 25 ) : 141- 152.
  • 5Carol Hazlewood. Approximating constrained tetrahedrizations[ J]. Computer Aided Geometric Design, 1993 (10) :67- 87.
  • 6Wringt J P,Jack A G. Aspects of three-dimensional constrained Delaunay meshing[ J]. International Journal of Numerical Methods in Engineering, 1994 ( 37 ) : 1841-1861.
  • 7Golias N A, Dutton R W. Delaunay triangulation and 3 D adaptive mesh generation[J]. Finite Element in Analysis and Design,1997 (25) :331-341.
  • 8Lau T.S.,Lo S.H..Finite element mesh generation over analytical surfaces.Computers and Structures,1996,59(2):301~309
  • 9Lau T.S.,Lo S.H.,Lee C.K..Generation of quadrilateral mesh over analytical curved surfaces.Finite Elements in Analysis and Design,1997,27(3):251~272
  • 10Lee C.K.,Hobbs R.E..Automatic adaptive finite element mesh generation over rational B-spline surfaces.Computers &Structures,1998,69(5):577~608

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