Abstract

The biceps and triceps alternatively act as agonists and antagonists to realize upper limb movement. Pneumatic artificial muscle (PAM), which is inflated and deflated with compressed air instead of water, has similar characteristics to those of human muscle. The challenge is whether an exoskeleton actuated by PAM can help biceps lift the upper limb. Accordingly, the principal aim of this research is to guarantee precise signal collection and control process and adopt the synergy control of PAM and upper limb. In this system, the biceps and triceps provide the main signals in synergy control, electrodes are pasted outside of biceps and triceps to sample their electromyogram signal (EMGs), and the mechanical structure and control system of the pneumatic exoskeleton are proposed. The relationship between duty-ratio-controlled variables and PAM contraction speed is given by experimental analysis, and the maximum duty ratio of controlled variables of input is set to 80. The feature analysis of EMGs can be various including envelope, moving average, and moving root mean square (RMS). The envelope is taken to extract muscle contraction information through upper limb muscles in a static contraction experiment. Then, the processes of biceps and triceps EMGs feature changes including rapid swing, slow swing, and discontinuous swing under various loads are analyzed during upper limb muscle dynamic contraction. The duty-ratio-controlled variables can be divided into five levels, which correspond to exertion rating from powerless to very strong in two EMG characters. These can be reflected in a scatter diagram of duty-ratio-controlled variables and average EMG characters. A nonlinear relationship can be transferred into the continuous system by the polynomial interpolation method, solving the problem of saturation. The net duty-ratio-controlled variables are adopted to control the on-off state and pulse-width modulation (PWM) duty ratio of the high-speed on-off valve. The forearm lifting up movement is unpowered and powered with various load EMGs, and elbow discontinuous swing angle overshoot is performed to analyze the coordination effect in a synergy control experiment.

Highlights

  • Academic Editor: Xindong Peng e biceps and triceps alternatively act as agonists and antagonists to realize upper limb movement

  • A nonlinear relationship can be transferred into the continuous system by the polynomial interpolation method, solving the problem of saturation. e net duty-ratio-controlled variables are adopted to control the on-off state and pulse-width modulation (PWM) duty ratio of the high-speed on-off valve. e forearm lifting up movement is unpowered and powered with various load electromyogram signal (EMGs), and elbow discontinuous swing angle overshoot is performed to analyze the coordination effect in a synergy control experiment

  • Motors possess the advantages of small volume, low weight, large force of traction, simple operation, good performance, and high safety; they have been widely used in artificial exoskeletons. e relevant research work mainly focuses on the control algorithm to reduce the error; examples of solutions include adaptive neural network fast fractional sliding mode control [7] and standard force feedback control such as interaction force feedback control and the reference generation [8], adaptive impedance control [9], or sliding mode control [11]

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Summary

Mechanism and Control Principle

The pneumatic exoskeleton consists of a posterior arm, a forearm, a baffle, an angular transducer, a plate, and PAM. E. relationship between duty-ratio-controlled variables and contraction speed is shown, which can evaluate the speed of the exoskeleton according to the inverse of elapsed time. E elbow rotational speed reduces as the value of duty-ratio-controlled variables continues to increase. It is experimentally found that the maximum permissible comfortable rotational speed in the elbow occurs when the duty-ratio-controlled variable is 80. Us, the maximum duty-ratio-controlled variable of input is set to 80, and the problem of speed limit can be resolved, while the requirement of linear PAM contraction speed can be met

Static Contraction of Upper Limb Muscles
Dynamic Contraction of Upper Limb Muscles
Man-Machine Synergy Control

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