Singularity Analysis of a Novel 4-DOF Surgical Robot

Alaa Khalifa, M. Fanni, Abdelfatah M. Mohamed
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引用次数: 1

Abstract

This paper presents the singularity analysis of a novel endoscopic surgical parallel manipulator. The 4-DOF, 2- PUU_2-PUS, surgical robot design has larger bending angles and workspace volume. All previous manipulators have a zero pitch and infinity pitch reciprocal screws, so it is easy to find out the singular configurations inside the workspace. On the other hand, the novel 4-DOF surgical robot (2-PUU_2-PUS) has h-pitch reciprocal screws. The known geometrical approach for reciprocal-screws could not provide all singular configurations of the novel manipulator. Geometrical/Analytical approach for reciprocal-screws based singularity analysis of 2-PUU_2-PUS is proposed. The proposed algorithm can find all singular configurations of any limited DOF parallel manipulator with h-pitch reciprocal screws. The results show the feasibility of the proposed algorithm to find all singular configurations of the 4-DOF parallel manipulator. The discovered singularity configurations shrieked greatly the singularity free workspace to one fourth the original workspace. In order to be able to work through the entire workspace, we suggest changing the topology structure of the manipulator.
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新型四自由度手术机器人的奇异性分析
本文介绍了一种新型内镜手术并联机械臂的奇异性分析。4自由度2- PUU_2-PUS手术机器人设计具有更大的弯曲角度和工作空间体积。以往的机械手都有一个零螺距和无穷螺距的倒易螺钉,因此很容易找到工作空间内的奇异构型。另一方面,新型4-DOF手术机器人(2-PUU_2-PUS)具有h-螺距倒数螺钉。已知的往复式螺杆几何方法不能提供该新型机械手的所有奇异构型。提出了基于往复螺杆的2-PUU_2-PUS奇异性分析的几何/解析方法。该算法可以求出任意具有h-螺距倒螺杆的有限自由度并联机构的所有奇异构型。仿真结果表明,该算法能够求解出四自由度并联机构的所有奇异构型。所发现的奇点构型将奇点自由工作空间提高到原工作空间的四分之一。为了能够在整个工作空间内工作,我们建议改变机械手的拓扑结构。
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