2009
DOI: 10.1109/tsmca.2009.2025021
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Estimation of Multijoint Stiffness Using Electromyogram and Artificial Neural Network

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Cited by 34 publications
(16 citation statements)
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“…In a different study, surface EMG sensors were used to estimate joint moments and trajectories using ANN (Koike et al 2000). Also, ANN was previously used to estimate multiple joint stiffness of the human arm, taking either muscle EMG or the combined muscle EMG and the joint angles as input to ANN and the estimated joint stiffness as output (Kim et al 2009). In (Sepulveda et al 1993), using EMG and ANN to estimate joint moments and angles of the lower extremity was proposed, but not the impedance.…”
Section: Introductionmentioning
confidence: 99%
“…In a different study, surface EMG sensors were used to estimate joint moments and trajectories using ANN (Koike et al 2000). Also, ANN was previously used to estimate multiple joint stiffness of the human arm, taking either muscle EMG or the combined muscle EMG and the joint angles as input to ANN and the estimated joint stiffness as output (Kim et al 2009). In (Sepulveda et al 1993), using EMG and ANN to estimate joint moments and angles of the lower extremity was proposed, but not the impedance.…”
Section: Introductionmentioning
confidence: 99%
“…In the latter category of approaches, multiple studies combine measurements of muscle activity with parametric muscle models, e.g., linear models of muscle stiffness (Osu and Gomi, 1999), quadratic models of muscle tension (Shin et al, 2009), or calibrated models of musculotendon unit forces (Buzzi et al, 2017). In Kim et al (2009), an artificial neural network produces a mapping between EMG data and stiffness estimates, that are obtained from measured joint torques and an empirically determined linear model. In Lakatos et al (2013) and Ajoudani et al (2015), similar mappings are produced by pairing stiffness estimates obtained by application of the perturbation paradigm with EMG data.…”
Section: Related Workmentioning
confidence: 99%
“…If the difference is recognized between the estimated position (x(t+Δt), y(t+Δt)) and the desired position (x d (t + Δt), y d (t + Δt)) of desired trajectory, to make the human-like robot arm move directly to the new temporary goal point, a modification torque τ d based the optimal D * (t) or R * (t) using the proposed algorithm can be obtained. To find the optimal solution that minimizes the cost function given in (23), firstly the parameters β y = βẏ =0.7 in (34) and (35 ), Fig. 9 The obtained optimal R * (t) by simulation Fig.…”
Section: Journal Of System Design and Dynamicsmentioning
confidence: 99%