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Extension of an Analytical Model for a Contour-Parallel Strategy in the Triangular Pocket Machining

机译:三角形口袋加工轮廓平行策略的分析模型的扩展

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The main goal of machining methods is to achieve a given final geometric shape within the shortest time. In this study, we propose a new model of the contour-parallel machining strategy for triangular pockets in order to minimize tool path length. We have extended an analytical model by appending additional tool path parts to the existing tool path model for removing scallops, which remained an area along the boundary. The result shows that the proposed analytical model can give the shortest tool path among other models, so can reduce the amount of pocket machining time.
机译:加工方法的主要目标是在最短时间内实现给定的最终几何形状。在这项研究中,我们提出了一种用于三角形口袋的轮廓平行加工策略的新模型,以最大限度地减少刀具路径长度。我们通过将附加的刀具路径部分附加到现有的刀具路径模型来扩展分析模型,用于去除扇贝,这仍然是边界的区域。结果表明,所提出的分析模型可以给出其他型号的最短工具路径,因此可以减少袋加工时间的量。

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