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由贝塞尔曲线驱动的坐立运动的约束动态优化

Constrained Dynamic Optimization of Sit-to-Stand Motion Driven by Bézier Curves.

作者信息

Norman-Gerum Valerie, McPhee John

机构信息

Systems Design Engineering, University of Waterloo, 200 University Avenue West, Waterloo, ON N2 L 3G1, Canada e-mail: .

ASME Fellow Systems Design Engineering, University of Waterloo, , Waterloo, ON N2 L 3G1, Canada e-mail: .

出版信息

J Biomech Eng. 2018 Dec 1;140(12). doi: 10.1115/1.4041527.

Abstract

The purpose of this work is twofold: first, to synthesize a motion pattern imitating sit-to-stand (STS) and second, to compare the kinematics and dynamics of the resulting motion to healthy STS. Predicting STS in simulation inspired the creation of three models: a biomechanical model, a motion model, and performance criteria as a model of preference. First, the human is represented as three rigid links in the sagittal plane. This model captures aspects of joint, foot, and buttocks physiology, which makes it the most comprehensive planar model for predicting STS to date. Second, candidate STS trajectories are described geometrically by a set of Bézier curves which seem well suited to predictive biomechanical simulations. Third, with the assumption that healthy people naturally prioritize mechanical efficiency, disinclination to a motion is described as a cost function of joint torques, and for the first time, physical infeasibility including slipping and falling. This new dynamic optimization routine allows for motions of gradually increasing complexity while the model's performance is improving. Using these models and optimal control strategy together has produced gross motion patterns characteristic of healthy STS when compared with normative data from the literature.

摘要

这项工作的目的有两个

第一,合成一种模仿从坐姿到站姿(STS)的运动模式;第二,将由此产生的运动的运动学和动力学与健康的STS进行比较。在模拟中预测STS激发了三种模型的创建:一个生物力学模型、一个运动模型以及作为偏好模型的性能标准。首先,人体在矢状面中被表示为三个刚性链接。该模型捕捉了关节、足部和臀部生理学的各个方面,这使其成为迄今为止预测STS最全面的平面模型。其次,候选的STS轨迹通过一组贝塞尔曲线进行几何描述,这组曲线似乎非常适合预测性生物力学模拟。第三,假设健康人自然会优先考虑机械效率,将对运动的厌恶描述为关节扭矩的成本函数,并且首次考虑了包括滑倒和跌倒在内的物理不可行性。这种新的动态优化程序允许运动复杂性逐渐增加,同时模型的性能也在提高。与文献中的规范数据相比,将这些模型和最优控制策略结合使用,产生了健康STS特有的总体运动模式。

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