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Rationality optimization of tool path spacing based on dwell time calculation algorithm

机译:基于停留时间计算算法的刀具路径间距合理性优化

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摘要

With the aim to achieve the dwell time calculation and the optimization of tool path planning in optical figuring, an improved algorithm is proposed and experimentally validated. Firstly, the principle of the algorithm is introduced, of which tool path planning is added. After that, a two-part simulation is conducted. In the first part, the high convergence accuracy of the proposed algorithm is verified. And it also reveals that although the convergence accuracy of the algorithm without tool path planning is higher, the surface grid size changes with the tool path spacing (TPS) would affect the initial surface error and make the algorithm unpractical. In the second part, the optimization of tool path planning using the proposed algorithm is investigated, in terms of RMS, polishing time, and polishing track. The result reveals that the proposed algorithm can be used to find out the optimal TPS. Finally, polishing experiment is carried out, by using the optimal TPS obtained from the optimization process. Considering the instability of the removal functions in the polishing process and the gradient of the initial surface, the experimental result has shown an acceptable convergence ratio. Therefore, the accuracy and practicality of the presented algorithm are proven.
机译:为了实现光学图形中的停留时间计算和刀具路径规划的优化,提出了一种改进的算法并进行了实验验证。首先介绍了该算法的原理,并增加了刀具路径规划。之后,进行两部分仿真。在第一部分中,验证了所提算法的高收敛精度。并且还表明,尽管不使用刀具路径规划的算法的收敛精度较高,但随着刀具路径间距(TPS)的变化,表面网格大小会影响初始表面误差,从而使该算法不可行。在第二部分中,从RMS,抛光时间和抛光轨迹的角度研究了使用所提出算法的刀具路径规划的优化。结果表明,该算法可用于寻找最优TPS。最后,使用从优化过程中获得的最佳TPS进行抛光实验。考虑到去除功能在抛光过程中的不稳定性和初始表面的坡度,实验结果表明收敛速度可以接受。因此,证明了所提算法的准确性和实用性。

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