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基于地层轮廓的三维重构的设计和实现

DESIGN AND REALIZATION OF 3D RECONSTRUCTION BASED ON CONTOURS OF STRATA
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摘要 在进行海底地质地层调查勘探时,通常根据测量仪器采集的数据生成地层断面轮廓线,按照这些连续的轮廓线的分布特征及其灰底不同来粗略地分辨地层的性质。然而这些单一的剖面轮廓还不足以直观地反映该地域整体地层的三维形状分布信息。根据地质地层分布的特性,通过对相邻断层轮廓线点集的匹配和三角剖分算法来进行地层分布的三维重构,并利用基于三角域的Bernstein-Bezier曲面构造三次光滑曲面,从而模拟三维的地层分布效果图。 The continuous contours of strata section normally come from datum collected by kinds of measure machines. They usually describe some stratum properties roughly according their distribution characters and differences of grey base on surveying the benthal geological status. But these single section contours can not sufficiently reflect intuitional 3D shape distribution information of the whole stratum field be measured. In the article it created 3D reconstruction of strata distribution according to the characteristics of geological strata distribution and through control vertex matching theory of contour set on adjacent sections and triangulation algorithm for contours, and drew up smooth cubic surface of stratum with Bernstein-Bezier surface method to simulate 3D stratum distribution effect drawings.
出处 《计算机应用与软件》 CSCD 2009年第3期205-207,共3页 Computer Applications and Software
关键词 三维重构 地层 三角剖分 轮廓线 B-B曲面 3D reconstruction Stratum Triangulation Contour Bernstein-Bezier surface
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  • 1Keppel E. Approximating Complex Surface Interpolation Technique for Reconstruction 3D Objects htma Serial Cross-Sections[ J ]. CVGIP,1989, 48(1): 124-143.
  • 2Choi Y K, Park K H. A Heuristic Triangulationi Algorithm for Multiple Planar Contours Using an Extanded Double Branching Procedure[ J ]. Visual Computer, 1994, 10: 372-387.
  • 3Fuchs H, Keddem Z hi, Uselton S P. Optimal Surface Reconstruction from Planar Contours[J]. Communication of the ACM, 1977, 20(10):693 - 702.
  • 4Christian H N, Scderberg T W. Conversion of Complex Contour Line Definition into Polygonal Element Mosaics[J]. Computer Graphics,1978, 12(3) : 187 - 192.
  • 5Montani C, Scateni R, Scopigno R. Decreasing Iso-Smface Complexity via Discrete Fitting[J]. Computer Aided Geometric Design, 2000:17.
  • 6Wu Wen-Yen, Wang Mao-Jiun. Detecting the Dominant Points by the Curvature-Based Polygonal Approximation[J]. Graphical Models and Image Processing, CVGIP, 1993, 55(2) : 79 - 88.
  • 7Mokhtarian F, Mohanna F. Enhancing the Curvature Scale Space Comer Detector[C]. In Proceeding 12th Scandinavian Conference on Image Analysis, Bergen, Norway, 2001: 145-152.
  • 8陈凌钧,金建荣,汪国昭.三维重建的统一方法─—模拟退火法[J].计算机学报,1997,20(12):1133-1136. 被引量:19
  • 9周焰,李德华,王祖喜,胡汉平.三维物体表面三角划分的遗传算法[J].中国图象图形学报(A辑),1999,4(5):357-362. 被引量:16
  • 10周焰,李德华,陈振羽,胡汉平.三维物体表面三角划分的快速算法[J].中国图象图形学报(A辑),2000,5(9):764-768. 被引量:14

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