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Incremental algorithms of finding offset distance and minimum passage width using Voronoi diagram technique CAM machining

机译:使用Voronoi图技术CAM加工的增量算法来查找偏移距离和最小通道宽度

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Since some practical areas, such as computer graphics, computer-aided design, robotics, pattern recognition, and finite element methods, give rise to geometrical problems, Voronoi diagrams have broad areas of application, such as mesh generation in FEA (finite element analysis) and machining toolpath planning in CAM (computer-aided manufacturing) for NC pocket machining. When the mesh generation is applied in FEA, the information for extraction of geometric proximity is important. When the contour-parallel strategy is applied to machining toolpath planning, geometric degeneracies can occur and significantly require the performance of complicated and time-consuming computations of offset curves. The best way to deal with geometric proximity and geometric degeneracies is with Voronoi diagrams. If islands are considered in machining toolpath planning, it is necessary to calculate the minimum passage width between islands, or between islands and contour segments. This paper presents the incremental algorithms of the Voronoi diagram technique to calculate the offset distance for offset curves and the minimum passage width for pocket machining toolpath planning.
机译:由于某些实用领域(例如计算机图形学,计算机辅助设计,机器人技术,模式识别和有限元方法)引起几何问题,因此Voronoi图具有广泛的应用领域,例如FEA中的网格生成(有限元分析) CAM(计算机辅助制造)中用于NC型腔加工的加工路径规划。在FEA中应用网格生成时,提取几何邻近度的信息很重要。将轮廓平行策略应用于加工路径规划时,会发生几何退化,并显着要求执行复杂且耗时的偏移曲线计算。处理几何接近度和几何简并性的最佳方法是使用Voronoi图。如果在加工路径规划中考虑了岛,则必须计算岛之间或岛与轮廓段之间的最小通过宽度。本文介绍了Voronoi图技术的增量算法,用于计算偏置曲线的偏置距离和用于型腔加工刀具路径规划的最小通道宽度。

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