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Optimizing the numerical algorithm in Fast Constant Engagement Offsetting Method for generating 2.5D milling tool paths

机译:优化快速恒定接合偏移方法中的数值算法,用于生成2.5D铣削刀具路径

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摘要

In the case of 2.5D rough milling operations, machining efficiency can significantly be increased by providing a uniform tool load. This is underpinned by the fact that uniform load has a positive effect on both tool life and machining time. Unfortunately, conventional contour-parallel tool paths are unable to guarantee uniform tool loads. However, nowadays there are some advanced path generation methods which can offer a constant tool load by controlling the cutter engagement angle. Yet, the spread of these non-equidistant offsetting methods is hindered by their dependence on complex calculations. As a solution to this problem, the Fast Constant Engagement Offsetting Method (FACEOM), developed in the scope of our previous study, is seen to be taking a step towards reducing computational needs. In this paper, suggestions for further improvements of FACEOM are presented. Decreasing the number of path points to be calculated is made possible by implementing adaptive step size and spline interpolation. Through simulation tests, it was also analysed which of the numerical methods utilized for solving boundary value problems can be applied to obtain the shortest calculation time during tool path generation. The practical applicability of the algorithm has been proved by cutting experiments. With respect to research results, this paper also describes how a tool path created by the algorithm can be adapted to controllers of CNC machine tools. Solutions presented in this paper can promote a wider application of a modern path generation method that ensures constant tool loads.
机译:在2.5D粗磨操作的情况下,通过提供均匀的工具负载,可以显着增加加工效率。这是由于均匀载荷对刀具寿命和加工时间产生积极影响的事实是基础的。遗憾的是,传统的轮廓平行刀具路径不能保证均匀的工具载荷。然而,如今,存在一些先进的路径生成方法,其可以通过控制切割器接合角来提供恒定的工具负载。然而,通过对复杂计算的依赖性阻碍了这些非等距偏移方法的传播。作为解决此问题的解决方案,在我们以前的研究范围中开发的快速常量接合偏移方法(面部)被认为是迈向降低计算需求的一步。在本文中,提出了进一步改进造福的建议。通过实现自适应步长和样条插值来降低要计算的路径点的数量。通过仿真测试,还分析了用于解决边界值问题的哪种数值方法可以应用来获得刀具路径生成期间的最短计算时间。通过切割实验证明了算法的实际适用性。关于研究结果,本文还介绍了算法创建的工具路径如何适应CNC机床的控制器。本文提出的解决方案可以促进更广泛地应用现代路径生成方法,确保恒定的工具负载。

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