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Experimental Study of an Active Body-Weight Support System for Low Limbs Rehabilitation Training 被引量:1
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作者 乔兵 梁建勋 马欧 《Journal of Beijing Institute of Technology》 EI CAS 2010年第4期432-438,共7页
An experimental study of an active body-weight support(BWS) system for improving treadmill-based locomotion training is performed.The dynamical foundation of the proposed system is developed based on a simplified ca... An experimental study of an active body-weight support(BWS) system for improving treadmill-based locomotion training is performed.The dynamical foundation of the proposed system is developed based on a simplified cable suspended mass-spring-damping system which is used to mimic the vertical gait of a walking human.A specifically designed cable pulley suspended cam-slider system is used to mimic the walking gait of a human in vertical direction.A load cell is installed to connect the slider and the cable which is driven by a winch based on the acceleration feedback.The contact force between the slider and the cam is measured to evaluate the walking load of the system.The experimental results demonstrate that the proposed active BWS system can simultaneously reduce both gravitational and inertial load of the walking body,which implies that the walking body suspended in such a BWS system will dynamically behave as if certain amount of body mass had been removed. 展开更多
关键词 body-weight support BWS neural rehabilitation acceleration feedback
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Updating Mass and Stiffness Matrices Using Eigenstructure Assignment Methods
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作者 LIU Li-na YUAN Yu-ying YUAN Yong-xin 《Chinese Quarterly Journal of Mathematics》 2021年第4期419-429,共11页
A novel numerical method is presented to update mass and stiffness matrices simultaneously with measured vibration data by means of the combined acceleration and displacement output feedback.By the method,the required... A novel numerical method is presented to update mass and stiffness matrices simultaneously with measured vibration data by means of the combined acceleration and displacement output feedback.By the method,the required displacement and acceleration output feedback gain matrices are determined,and thus the optimal approximation mass matrix and stiffness matrix which satisfy the required orthogonality relation and eigenvalue equation are found.The proposed method is computationally efficient and the updated mass and stiffness matrices are also symmetric and have the compact expressions.The numerical example shows that the proposed method is reliable and attractive. 展开更多
关键词 Model updating Undamped vibration system Eigenstructure assignment acceleration and displacement feedback Optimal approximation
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