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Research on Fractal-Scanning Path for Arbitrary Boundary Layer in Layered Manufacturing

机译:分层制造中任意边界层的分形扫描路径研究

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摘要

The fractal curve is proposed as a novel scanning-path used in Layered Manufacturing. Aiming at a limitation that the fractal curve can only fill a square region, a method is developed to realize the trimming of fractal curve in arbitrary boundary layer by means of judging intersection points between parameterized arbitrary boundary and a FASS (space-filling, self-avoiding, simple and self-similar) fractal curve. Accordingly, the related algorithm concerning with determining intersection points has been investigated according to the recursion feature of the fractal curve, and in the process of the fractal curve traversed, the rule of judging intersection points is ascertained as well, so that the laser-scanning beam can "walk" along the fractal curve inside the desired boundary, and arbitrary contour components are fabricated.
机译:分形曲线被提出作为分层制造中使用的一种新颖的扫描路径。针对分形曲线只能填充正方形区域的局限性,开发了一种方法,通过判断参数化任意边界与FASS之间的交点来实现对任意边界层的分形曲线的修整(空间填充,自填充)。避免使用简单且自相似的分形曲线。据此,根据分形曲线的递归特征,研究了确定交点的相关算法,并在遍历分形曲线的过程中,求出了确定交点的规则,从而进行了激光扫描。光束可以在所需边界内沿分形曲线“行走”,并制造出任意轮廓分量。

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