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Continuum Robotic Surface: Forward Kinematic Analysis and Implementation.

机译:连续体机器人曲面:正向运动学分析和实现。

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摘要

This thesis presents a new class of biologically inspired robots: continuum robotic surfaces. This work is fueled by the question: can the interaction between robot and environment be advanced with "programmable surfaces in space?" The novelty of continuum robotic surfaces lies in their ability to be actively controlled and reconfigured in what we believe is the current "missing dimension" in robot movements---two-dimensional space. We believe that such surfaces will lend themselves to more complex applications. However, to effectively deploy such surfaces for these complex applications, kinematic models will be necessary to plan and control desired configurations. The forward kinematic models for continuum surfaces introduced herein are an initial step in achieving this goal. Then, to test the precision of our model, we validate it via hardware realizations. Lastly, with the kinematic model and hardware realization, the next step is to explore one of the aforementioned complex applications for these surfaces. We believe that a continuum robotic surface can lend itself to upper--extremity stroke rehabilitation in a novel way. Our efforts in interactively designing and building a working prototype with the clinical and staff healthcare subject matter experts at the Roger C. Peace Rehabilitation Center of the Greenville Hospital System are detailed.
机译:本文提出了一种新型的受生物启发的机器人:连续体机器人表面。这个问题受到以下问题的推动:机器人和环境之间的交互是否可以通过“太空中的可编程表面”来推进?连续机器人表面的新颖之处在于它们能够在我们认为是机器人运动的当前“缺失维度”(二维空间)中受到主动控制和重新配置的能力。我们相信,此类表面将使其更适合于更复杂的应用。然而,为了有效地为这些复杂的应用部署此类表面,运动学模型对于计划和控制所需的配置将是必需的。本文介绍的连续体表面的正向运动学模型是实现此目标的第一步。然后,为了测试模型的精度,我们通过硬件实现对其进行验证。最后,借助运动学模型和硬件实现,下一步是探索这些表面的上述复杂应用之一。我们相信连续的机器人表面可以以一种新颖的方式使自己适应上肢中风。我们在格林维尔医院系统的Roger C. Peace Rehabilitation Center的临床和员工医疗保健主题专家与我们进行交互式设计和构建工作原型的过程中进行了详细介绍。

著录项

  • 作者

    Merino, Jessica Nicole.;

  • 作者单位

    Clemson University.;

  • 授予单位 Clemson University.;
  • 学科 Engineering Robotics.;Engineering Electronics and Electrical.
  • 学位 M.S.
  • 年度 2013
  • 页码 214 p.
  • 总页数 214
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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