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A New Approach to Find the Range of Feasible Movements of a Body for the Control of Balance

机译:寻找平衡运动的可行运动范围的新方法

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References(15) This paper addresses the question of what is the feasible range of movement for a body to remain balanced while standing. A feasible region in the center of mass position-velocity plane has been proposed previously. This paper shows that for a certain individual with given anatomical and mechanical characteristics, the feasible movements of the CoM, or more generally the range of states at which the control of balance would be possible, can be analytically found through a mechanical reasoning. This paper introduces a subspace of the motion state space, namely the integrated stable subspaces (ISS), and proves that the control of balance is possible all over the ISS. In order to illustrate how the method may be used in practice, the feasible region for a well-known one-DoF mechanical model as well as for a two-DoF one is found using this approach, and is compared to that found by the conventional method. The feasible region found by this method depends on the physical properties of a body including anatomical parameters of a body as well as the torque (control input) constraints. The method works with any arbitrary shape of the input constraint.
机译:参考文献(15)本文讨论的问题是,人体站立时保持平衡的可行运动范围是多少?先前已经提出了质量位置-速度平面的中心的可行区域。本文表明,对于具有给定的解剖学和机械特征的特定个体,可以通过机械推理来分析找到CoM的可行运动,或更普遍地说可以控制平衡的状态范围。本文介绍了运动状态空间的一个子空间,即集成稳定子空间(ISS),并证明了在整个ISS上都可以进行平衡控制。为了说明该方法如何在实践中使用,使用此方法找到了众所周知的一自由度机械模型以及两自由度机械模型的可行区域,并将其与常规方法进行了比较。方法。通过此方法找到的可行区域取决于身体的物理属性,包括身体的解剖参数以及扭矩(控制输入)约束。该方法适用于任意形状的输入约束。

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