Defining Surface Curves

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A surface curve is a set of (u, v) parameter pairs defining a series of points lying on a surface.

Unlike surfaces, surface curves do not have precise mathematical definitions, but are defined by the number of pairs of points.

A surface curve can be produced in two ways:

Although a surface curve may exist only on a surface, it can be converted into an entity in its own right, by ‘exploding’ it into a 3D Spline curve. Each point on the surface curve becomes a control point for the Spline.