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A New Local Control Spline with Shape Parameters for CAD/CAM

A New Local Control Spline with Shape Parameters for CAD/CAM
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摘要 A new local control spline based on shape parameters with G^2 continuity,called BLC-spline,is pro- posed.Not only is BLC-spline very smooth,but also the spline curve's characteristic polygon has only three control vertices,and the characteristic polyhedron has only nine control vertices.The behavior of lo- cal control of BLC-spline is better than that of the other splines such as cubic Bezier,B and Beta-spline.The three shape parameters β_0,β_1 and β_2 of BLC-spline,which are independent of the con- trol vertices,may be altered to change the shape of the curve or surface.It is shown that BLC-spline may be used to construct a space arc spline for DNC machining directly.That is a powerful tool for the design and manufacture of curves and surfaces in integrated CAD/CAM systems. A new local control spline based on shape parameters with G^2 continuity,called BLC-spline,is pro- posed.Not only is BLC-spline very smooth,but also the spline curve's characteristic polygon has only three control vertices,and the characteristic polyhedron has only nine control vertices.The behavior of lo- cal control of BLC-spline is better than that of the other splines such as cubic Bezier,B and Beta-spline.The three shape parameters β_0,β_1 and β_2 of BLC-spline,which are independent of the con- trol vertices,may be altered to change the shape of the curve or surface.It is shown that BLC-spline may be used to construct a space arc spline for DNC machining directly.That is a powerful tool for the design and manufacture of curves and surfaces in integrated CAD/CAM systems.
出处 《Journal of Computer Science & Technology》 SCIE EI CSCD 1993年第3期280-288,共9页 计算机科学技术学报(英文版)
关键词 SPLINE curve surface control vertex characteristic polygon characteristic polyhedron shape parameter local control CAD/CAM Spline curve surface control vertex characteristic polygon characteristic polyhedron shape parameter local control CAD/CAM
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参考文献2

  • 1秦开怀,1990年
  • 2孙家广,J Comput Sci Technol,1989年,4卷,4期,374页

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