单轴多点运动时间优化的封闭解

Shanda Wang, Luo Xiao, Qingsheng Luo, Baoling Han
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引用次数: 0

摘要

本文对s曲线模型进行了深入的研究。在系统带宽约束下,针对单个执行机构通过多个位置点的时间优化问题,提出了一种高效、精确的闭式解。该方法将多点运动问题转化为单调区间运动问题,并根据不同的运动条件导出不同的运动方程。最后,通过回溯机制完成不同区间间加速度的拼接和匹配。由于提供了封闭形式的求解公式,因此该方法的整个过程高效、准确。该研究不仅为单轴多点运动提供了新的思路和可行的解决方案,而且为基于s曲线模型的研究领域提供了重要的理论推导。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Closed-Form Solution For Time Optimisation Of Single-Axis Multi-Point Motion
This paper presents an in-depth study of the S-curve model. Under the constraints of system bandwidth, an efficient and accurate closed-form solution is proposed for the time-optimisation problem of a single actuator passing through multiple position points. In this method, the multi-point motion problem is transformed into a monotonic interval motion problem, and different motion equations are derived according to different motion conditions. Finally, the splicing and matching of acceleration between different intervals are completed through a backtracking mechanism. Since a closed-form solution formula is provided, the entire process of this method is efficient and accurate. This study not only provides a new idea and feasible solution for single-axis multi-point motion, but also contributes an important theoretical derivation to the body of research based on the S-curve model.
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