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Inverse optimal control based identification of optimality criteria in whole-body human walking on level ground

机译:基于逆最优控制的人体水平地面行走最优准则识别

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Understanding the underlying concepts of human locomotion is important for many fields of research. Based on the assumption that human motions are optimal, we propose an inverse optimal control (IOC) based approach to identify the optimality criteria in human walking. To this end, human walking is modeled as a non-linear optimal control problem with a linear combination of elementary optimality functions as objective and a hybrid dynamics multi-body system as constraints. The developed IOC-framework is set up in a modular way and exploits the natural bi-level structure of the problem. It allows for a great flexibility in the choice of outer optimization techniques and inner dynamic models. In the present work, we use the developed IOC approach to identify weights of seven elementary criteria for seven walking motions captured from six different subjects. The considered optimality criteria address the minimization of joint torques for four sets of joints, head stabilization, the step length, and the step frequency. For all trials the algorithm performs successfully. Even though the identified weights differ observably between subjects, which explains the different walking styles, the correlation matrix gives rise to the hypothesis that there exists a significant correlation of optimality across subjects. The identification of optimality criteria in human walking is a very important issue for all disciplines, where a prediction of human behavior is needed. For example in medical applications to improve therapies or to develop new mobility devices, in sport science to improve training plans or in humanoid robotics to develop new walking strategies.
机译:了解人类运动的基本概念对于许多研究领域都很重要。基于人体运动是最佳的假设,我们提出了一种基于反向最佳控制(IOC)的方法来识别人体步行中的最佳标准。为此,人类行走被建模为非线性最优控制问题,其中基本最优功能的线性组合作为目标,而混合动力多体系统作为约束。已开发的IOC框架以模块化方式设置,并利用了问题的自然双层结构。它在选择外部优化技术和内部动态模型时具有极大的灵活性。在当前的工作中,我们使用已开发的IOC方法来识别从六个不同主体捕获的七个步行动作的七个基本标准的权重。所考虑的最优性标准解决了四组关节的最小扭矩,头部稳定性,步长和步频。对于所有试验,该算法都能成功执行。即使确定的权重在对象之间可观察到地不同(这解释了不同的步行方式),相关矩阵也得出这样的假设,即各个对象之间存在最佳的显着相关性。对于需要预测人类行为的所有学科,确定人类步行中的最佳标准是一个非常重要的问题。例如,在医疗应用中改善治疗方法或开发新的移动设备,在体育科学中改进训练计划,或在人形机器人中开发新的步行策略。

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