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STUDY OF SYMMETRIC SOLUTIONS OF AN UNDERACTUATED BIPEDAL ROBOT

机译:动力不足的双足机器人的对称解研究

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Underactuated bipedal walking has been intensively studied for the past few decades and several methods have been proposed to design trajectories; however, quickly generating trajectories with varying speeds remains a challenge. One solution is to have a library of trajectories precomputed from which a new one can be picked or constructed quickly based on specific requirements. For this to become feasible one needs to develop a good understanding of the solution space. This is non-trivial for a non-linear hybrid system such as a walking robot. The goal of this study is to explore a two parameter solution space of simple underactuated biped, under a specific virtual constraint, used in literature, to enforce a symmetric gait. The family of feasible walking solutions identified is further evaluated for performance and energy efficiency. This analysis can potentially facilitate quick selection of walking trajectories for meeting specific walking speed and efficiency requirements.
机译:在过去的几十年中,对欠驱动的双足步行进行了深入研究,并提出了几种设计轨迹的方法。然而,快速产生具有不同速度的轨迹仍然是一个挑战。一种解决方案是拥有一个预先计算的轨迹库,可以根据特定要求从中快速选择或构造一个新的轨迹库。为此,需要对解决方案空间有一个很好的了解。对于诸如步行机器人的非线性混合系统而言,这是不平凡的。这项研究的目的是在文献中使用的特定虚拟约束条件下,探索简单的欠驱动两足动物的两参数解空间,以实现对称步态。确定的可行步行解决方案系列将进一步评估性能和能效。该分析可以潜在地促进步行轨迹的快速选择,以满足特定的步行速度和效率要求。

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