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Effect of algorithm parameters in development of spiral tool path for machining of 2.5D star-shaped pockets

机译:算法参数在2.5D星形口袋加工加工螺旋刀路径发展中的影响

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摘要

2.5D pocket milling is extensively used in aerospace, shipyard, automobile, dies and moulds industries. In machining of 2.5D pockets, directional parallel tool-path and contour parallel tool-path are widely used. However, these tool paths significantly limit the machining efficiency. In the present work, an attempt has been made to generate a spiral tool path for machining of 2.5D star-shaped pocket for improving machining efficiency. The successful generation of spiral tool path depends on various algorithm parameters such as mesh size, permissible error and number of degree-steps. The effect of these parameters on spiral tool path generation is discussed and the best values are reported. The spiral tool path is developed using second order elliptic partial differential equation (PDE) and it is free from sharp corners inside the pocket region. Further, the implementation of proposed method is presented on complex non-star-shaped polygon, pocket bounded by free-form curve and pocket with island.
机译:2.5D Pocket Milling广泛用于航空航天,造船厂,汽车,模具和模具行业。在加工2.5D口袋时,广泛使用定向并联工具路径和轮廓并联工具路径。然而,这些刀具路径显着限制了加工效率。在本作的工作中,已经尝试产生用于加工2.5D星形袋的螺旋刀头,以提高加工效率。成功生成螺旋刀具路径取决于各种算法参数,例如网格尺寸,允许误差和程度步骤数。讨论了这些参数对螺旋刀具路径生成的影响,并报告了最佳值。使用二阶椭圆局部微分方程(PDE)开发螺旋刀路径,并且它没有口袋区域内的尖角。此外,所提出的方法的实施是在复杂的非星形多边形上呈现,袖珍由自由曲线和口袋有岛。

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