Velocity field control for free-form contour following tasks by a two link robot

Chao-Yun Chen, M. Cheng, Ying-hui Wang
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引用次数: 2

Abstract

The idea of velocity field control has recently been used to tackle contour following problems. Although promising results have been reported in previous studies, the contour to be followed used in those studies were not represented in the form of non-uniform rational B-spline (NURBS), which is the fundamental geometric representation in many CAD/CAM systems. In order to extend velocity field control to contours represented in NURBS form, this paper develops a novel approach that constructs the velocity fields at pre-selected grid points. For any point not on the desired contour, its associated velocity field can be calculated in real-time using a simple interpolation formula and the velocity fields at nearby grid points. Several contour following experiments were conducted with a two-link robot to demonstrate the effectiveness of the proposed approach. Experimental results indicate that the proposed approach is feasible.
两连杆机器人自由轮廓跟踪任务的速度场控制
速度场控制的思想最近被用于解决等高线跟随问题。虽然在以前的研究中已经报道了有希望的结果,但在这些研究中使用的要遵循的轮廓并没有以非均匀有理b样条(NURBS)的形式表示,而NURBS是许多CAD/CAM系统中的基本几何表示。为了将速度场控制扩展到以NURBS形式表示的轮廓,本文提出了一种在预先选择的网格点上构建速度场的新方法。对于任何不在期望轮廓上的点,可以使用简单的插值公式和附近网格点的速度场实时计算其相关的速度场。用双连杆机器人进行了轮廓跟踪实验,验证了该方法的有效性。实验结果表明,该方法是可行的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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