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A G~1 connection around complicated curve meshes using C~1 NURBS Boundary Gregory Patches

机译:使用C〜1 NURBS边界Gregory面片围绕复杂曲线网格建立G〜1连接

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摘要

A method to design complicated free-from surfaces using a curve mesh is a very effective way to design a shape intuitively. WHen a user designs a curve mesh, it is important that the user can concentrate on shape modeling without considering the type of curves and the equations of surfaces interpolate an area of the curve mesh. One of the merits of using a NURBS curve is that various shapes such as arcs and free-form curves can be represented by the same equation. Therefore, a user can design curve meshes without taking type of curves and/or special features into consideration. However, it is difficult to interpolate the area of curve meshes with NURBS surfaces smoothly. In this paper, we propose a method to interpolate and connect complicated curve meshes with G~1 continuity by using C~1 continuous NURBS Boundary Gregory patch representation.
机译:使用曲线网格设计复杂的自由曲面的方法是直观设计形状的非常有效的方法。当用户设计曲线网格时,重要的是用户可以集中精力进行形状建模,而无需考虑曲线的类型以及曲面方程对曲线网格区域进行插值。使用NURBS曲线的优点之一是可以用同一方程式表示各种形状,例如弧形和自由形式的曲线。因此,用户可以在不考虑曲线类型和/或特殊特征的情况下设计曲线网格。但是,很难用NURBS曲面平滑地插入曲线网格的面积。本文提出了一种使用C〜1连续NURBS边界Gregory块表示法插值和连接G〜1连续性复杂曲线网格的方法。

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