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A new NURBS Offset curves and surfaces Algorithm based on different Geometry Shape

机译:一种新的NURBS偏移曲线和基于不同几何形状的表面算法

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A new approach for computing NURBS offset curves and surfaces was proposed in this paper. First of all, the special NURBS curves and surfaces were recognized to be different with free form ones. The offsets of the special cases were precisely calculated according to their equations. The offset of free form NURBS curves and surfaces were solved using the following steps: (1) Decomposing the NURBS curve and surface into Bezier segments or surface patches; (2) Sampling Bezier segments or surface patches and removing duplicate points; (3) Interpolating the offset points and creating offset curve or surface; (4) Reducing the control points by removing all removable knots with a user defined tolerance. On the premise of keeping the shape of offset curves and surfaces, not only the degree of curve or surface could be freely controlled, but also less number of control points was needed and also duplicate knots were avoided. It was proved in practical engineering that the efficiency and precision were improved mush.
机译:本文提出了一种用于计算NURBS偏移曲线和表面的新方法。首先,特殊的NURBS曲线和表面被认可与自由形式不同。根据其等式精确计算特殊情况的偏移。使用以下步骤解决了自由形式NURBS曲线和表面的偏移:(1)将NURBS曲线和表面分解成贝塞尔段或表面贴片; (2)采样贝塞尔段或表面贴片并去除重复点; (3)内插偏移点并产生偏移曲线或表面; (4)通过使用用户定义的公差除去所有可移动结来减少控制点。在保持偏移曲线和表面的形状的前提下,不仅可以自由控制曲线或表面的程度,而且还需要较少的控制点,并且还避免了重复的结。证明了实用工程,效率和精度得到改善。

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