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首页> 外文期刊>Mechanism and Machine Theory: Dynamics of Machine Systems Gears and Power Trandmissions Robots and Manipulator Systems Computer-Aided Design Methods >Inverse kinematics and geometric singularity analysis of a 3-SPS/S redundant motion mechanism using conformal geometric algebra
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Inverse kinematics and geometric singularity analysis of a 3-SPS/S redundant motion mechanism using conformal geometric algebra

机译:使用保形几何代数的3-SPS / S冗余运动机构的逆运动学和几何奇异性分析

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We propose a 3-SPS/S redundant motion mechanism with kinematic redundancy in this paper. The proposed mechanism with redundancy enables redundant motion as it works like pan/tilt systems to reduce the unnecessary degree of freedom for the yaw and pitch motions in the configuration space. By reducing one degree of freedom, this robot has self-motion that causes the inverse kinematics to have infinite solutions, so that the proposed research performs an optimization process for obtaining the optimal solution using geometric approaches. This optimal solution provides the fastest response among the infinite solutions by minimizing each link movement to the target orientation. In addition, we performa geometric singularity analysis due to limited link length and avoidance using conformal geometric algebra for the feasibility and correctness of the inverse kinematics. (C) 2015 Elsevier Ltd. All rights reserved.
机译:我们提出了一种具有运动学冗余的3-SPS / S冗余运动机制。所提出的具有冗余的机制使冗余运动成为可能,因为它像云台系统一样工作,以减少配置空间中偏航和俯仰运动的不必要的自由度。通过减少一个自由度,该机器人具有自运动,从而使逆运动学具有无限解,因此,所提出的研究执行了一种优化过程,从而使用几何方法获得了最优解。这种最佳解决方案通过最小化每个链接到目标方向的运动,在无限解决方案中提供了最快的响应。此外,由于反向运动的可行性和正确性,我们使用有限的链长和避免使用保形几何代数来进行几何奇异性分析。 (C)2015 Elsevier Ltd.保留所有权利。

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