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ISOGEOMETRIC ANALYSIS AND COMPUTER-AIDED DESIGN USING S-SPLINES

机译:使用S样条进行等几何分析和计算机辅助设计

摘要

Techniques of refining a model of a complex surface can include refining, upon insertion of a new control point, only those blending functions corresponding to the control points adjacent to the control point being inserted. The resulting curves cannot be considered as B-splines because the relationship between blending functions corresponding to adjacent control points no longer has a fixed relationship. Rather, the resulting blending functions, denoted herein as “S-splines,” sacrifice this fixed relationship in exchange for the ability to specify how many blending functions corresponding to adjacent control points are refined when performing exact local refinement. S-splines do not produce excess control points and have a simple representation. While the resulting functions representing the surface are not B-splines, they allow for exact refinement without affecting the blending functions corresponding to control points not neighboring the new control point. Such a representation uses fewer computing resources and improves the user experience.
机译:细化复杂表面模型的技术可以包括:在插入新的控制点时,仅细化对应于与控制点相邻的控制点的那些混合函数。由于对应于相邻控制点的混合函数之间的关系不再具有固定的关系,因此所得曲线不能视为B样条曲线。而是,在此表示为“ S-样条”的所得混合函数牺牲了该固定关系,以换取在执行精确的局部细化时指定与相邻控制点相对应的多少个混合函数被细化的能力。 S样条不会产生多余的控制点,并且具有简单的表示形式。尽管代表曲面的所得函数不是B样条曲线,但它们可以进行精确的精修,而不会影响与不与新控制点相邻的控制点相对应的混合函数。这样的表示使用更少的计算资源并改善了用户体验。

著录项

  • 公开/公告号US2019385366A1

    专利类型

  • 公开/公告日2019-12-19

    原文格式PDF

  • 申请/专利权人 S-SPLINES LLC;

    申请/专利号US201916439343

  • 发明设计人 THOMAS W. SEDERBERG;XIN LI;

    申请日2019-06-12

  • 分类号G06T17/30;G06T17/20;

  • 国家 US

  • 入库时间 2022-08-21 11:23:42

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