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Volume 9 Issue 2
April  1994
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Tan Jianrong, Zheng Jianmin, Peng Qunsheng. A Unified Algorithm for Finding the Intersection Curve of Surfaces[J]. Journal of Computer Science and Technology, 1994, 9(2): 107-116.
Citation: Tan Jianrong, Zheng Jianmin, Peng Qunsheng. A Unified Algorithm for Finding the Intersection Curve of Surfaces[J]. Journal of Computer Science and Technology, 1994, 9(2): 107-116.
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A Unified Algorithm for Finding the Intersection Curve of Surfaces

  • State Key Labomtory of CAD & CG; Zhejiang University; Hangzhou 310027;

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  • Published Date: April 09, 1994
    Abstract
  • In this papaert an INTEGRAL CURVE ALGORITHM is preselited, which turns the intersection curve of surfaces into the form of integral one and then uses "PREDICTORCORRECTOR" technique to evaluate the intersection of surfaces.No matter how the surfaces are defined, the method always deaIs with the intersection curves in the same wny. To find a point on the curve one need only to calculate the JACOBI determinants of "PREDICTOR point" and "CORRECToR point" while the second order precision is guatanteed. Thus, not…
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    • References (3)
  • [1]
    J Bresenham. A linear algorithm for incremental display of circular arcs. CACM, 1977, 20:100-106.
    [2]
    C W Gear. Numerical Initial Value Problems in Ordinary Differential Equations. Prentice-Hall,1971.
    [3]
    Q S Peng. An algorithm for finding the intersection lines between two B-spline surfaces. Computer Aided Design, 1984, 16(4). ……….
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