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Second-order geometric continuous processing of singular points

机译:二阶几何连续加工奇点

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This paper presents a shape adjustable C-C subdivision algorithm by introducing adjusting parameter c(0 ≤ c ≤ 1). Based on this algorithm, this paper proposes a shape adjustable G~2 surface modeling method with explicit solutions of Bezier control points by taking 2-ring singular points as the control grid and using cyclic mapping. Compared with the existing, this new method has more advantages, which can not only obtain surfaces reaching G~2, but also solve the problem of adjustable surface design at the singular points.
机译:本文通过引入调节参数C(0≤C≤1)来介绍形状可调C-C细分算法。基于该算法,本文提出了一种形状可调G〜2表面建模方法,通过将2个环奇异点作为控制网格和使用循环映射来提出具有Bezier控制点的明确解决方案。与现有的相比,这种新方法具有更多优势,这不仅可以获得达到G〜2的表面,而且还可以解决奇点处的可调节表面设计问题。

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