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Interactive shape preserving interpolation by curvature continuous rational cubic splines

机译:曲率连续有理三次样条的交互式保形插值

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摘要

A scheme is described for interactively modifying the shape ofconvexity preserving planar interpolating curves. An initial curve isobtained by patching together rational cubic and straight line segments.This scheme has, in general, geometric continuity of order2(G2 continuity) and preserves the local convexity of the data. Amethod for interactively modifying such curves, while maintainingtheir desirable properties, is discussed in detail. In particular, attentionis focused upon local changes to the curve, while retainingG2 continuity and shape preserving properties. This is achievedby interactive adjustment of the Bezier control points, followed byautomatic adjustment of the values of weights and curvatures in aprescribed manner. A number of examples are presented.
机译:描述了一种方案,用于交互式修改凸度保持平面内插曲线的形状。通过将有理的三次直线段和直线段拼凑在一起可以获得一条初始曲线。该方案通常具有2阶的几何连续性(G2连续性),并保留了数据的局部凸性。详细讨论了在保持其所需特性的同时交互式修改此类曲线的方法。特别地,注意力集中在曲线的局部变化上,同时保留G2的连续性和形状保持特性。这是通过交互式调整Bezier控制点,然后以规定的方式自动调整权重和曲率的值来实现的。给出了许多例子。

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