管理人机交互,以控制行走时的踝关节和膝关节

S. Mousavi, Najmeh Golkar
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引用次数: 0

摘要

中风或创伤性脑损伤的患者通常有运动障碍。神经损伤会导致下肢瘫痪和行走障碍。伴有不同程度运动功能障碍的脑卒中幸存者不仅会经历日常生活的不适,还会感受到巨大的压力,以及家庭和社会的经济负担。许多类型的康复机器人已经被开发出来,以帮助中风患者康复。本文提出了一种基于人机交互过程的康复机器人膝关节控制新方法。控制过程基于健康人行走时的股四头肌数据,使用模糊规则来控制人类和机器人对行走过程的贡献。本研究的主要目的是提出并模拟一种智能解决方案,以确定中风和脑瘫患者膝关节运动矫正中人类和机器人的存在量。采用湖南二维映射的动态建模代替人类,机器人模型采用PID控制器,其系数采用齐格勒-奈杰尔方法确定。结果表明,该模型能较好地跟踪膝关节角度的模糊曲线。此外,我们的研究结果表明,使用模糊系统可以减轻人的压力,帮助他行走。所提出的PID系统在减小模糊系统误差方面也起到了重要的作用。不存在模糊系统的控制系统的RMS误差为181/3,存在模糊系统的RMS误差为0.698,表明所提出的控制系统运行正常。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Management of human-robot interaction in order to control of ankle knee during walking
Patients who have had a stroke or a traumatic brain injury are usually motor-impaired. Nerve damage can cause lower limb paralysis and impair walking. Survivors of stroke with varying degrees of motor dysfunction not only experience the discomfort of daily living, but also feel a great deal of stress along with the economic burden on the family and society. Many types of rehabilitation robots have been developing to aid rehabilitation in people with stroke. In this study, a new method for knee joint control using rehabilitation robots based on human-robot interaction process is present. The control process is based on quadriceps data when walking for a healthy human, using fuzzy rules designed to control the contribution of humans and robots to the walking process. The main purpose of this study was to present and simulate a smart solution to determine the amount of human and robot presence in knee motion correction in patients with stroke and cerebral palsy. Dynamic modeling using two-dimensional mapping of Hunan is use instead of humans and the robot model is a PID controller whose coefficients are determined using the Ziegler-Nigel’s method. The results show that the proposed model has been able to follow the knee angle curve with fuzzy system. Moreover, our results show that using a fuzzy system can lift the pressure on a person and help him walk. The proposed PID system can also play a significant role in reducing the fuzzy system error. The proposed control system without the presence of fuzzy system has an RMS error of 181/3 and also the RMS error in the presence of fuzzy system is equal to 0.698 indicating that the proposed control system is functioning properly.
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