首页> 外文会议>Proceedings of the First regional conference IEEE Engineering in Medicine amp; Biology Society and 14th conference of the Biomedical Engineering Society of India >Modeling the Human Elbow Joint Dynamics: Estimation of Joint Stiffness with Different Loads and Movement Velocities
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Modeling the Human Elbow Joint Dynamics: Estimation of Joint Stiffness with Different Loads and Movement Velocities

机译:人体肘关节动力学建模:不同载荷和运动速度下关节刚度的估算

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Knowledge about joint dynamics during the performance of human joint movements has become very crucial if we are to understand the mode of joint control, how the brain generates the necessary control signals and how movement performance is maintained under varying loading conditions.rnExperiments were performed on three subjects using.computer controlled manipulandum. The subjects performed large elbow angular cyclical movements with different loads. During the movements random mechanical perturbations were applied to the manipulandum. After phase alignment of all the movements to the peak velocity of each cycle, the dynamic parameters of the joint were estimated at each time point from the ensemble of all the movements. 500 movement cycles were used for each of the two velocities and three loading conditions. Different parameter estimation algorithms were used to calculate the stiffness, viscosity and inertia of the elbow joint.rnIn this talk we will demonstrate that despite large variances in the values of the estimated parameters, it is possible to show that joint stiffness varies during a cyclic movement in correlation with movement acceleration. This stiffness is lower during movement then during steady state. The relation of these findings to human movement control theories are discussed.
机译:如果要了解关节控制的模式,大脑如何生成必要的控制信号以及如何在变化的负载条件下保持运动性能,那么关于人类关节运动过程中关节动力学的知识就变得至关重要。受试者使用计算机控制的manipulandum。受试者在不同的负荷下进行了较大的肘角周期性运动。在运动过程中,对manipulandum施加了随机的机械扰动。在所有运动的相位对准每个周期的峰值速度后,从所有运动的集合估计每个时间点的关节动力学参数。两种速度和三种加载条件中的每一种均使用500个运动周期。使用不同的参数估计算法来计算肘关节的刚度,粘度和惯性。在本次演讲中,我们将证明尽管估计参数的值存在较大差异,但有可能表明关节的刚度在循环运动过程中会发生变化。与运动加速度相关。该刚度在运动过程中要低于稳态。讨论了这些发现与人体运动控制理论的关系。

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