2015 IEEE International Conference on Rehabilitation Robotics (ICORR) 2015
DOI: 10.1109/icorr.2015.7281325
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Processing of sEMG signals for online motion of a single robot joint through GMM modelization

Abstract: At bottom, robotics is about us. It is the discipline of emulating our lives, of wondering how we work.Rod Grupen 3 4 SommarioLo scopo di questa tesi è di esplorare la possibilità di utilizzare i segnali elettromiograci (EMG) per allenare un modello di probabilità a componenti gaussiane (Gaussian Mixture Model) che riesca a stimare in tempo reale l'angolo di curvatura di un singolo giunto del corpo umano.Le informazioni del segnale sono state estratte utlizzando due approcci: il primo facente uso di trasformat… Show more

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Cited by 6 publications
(8 citation statements)
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“…EMG signals were obtained from the biceps and triceps. Recently, Valentini et al [82] used a GMM to estimate the angle of a human joint with wavelet transform features obtained from sEMG signals. Their system achieved realtime performance with a processing time below 3 ms.…”
Section: Figurementioning
confidence: 99%
“…EMG signals were obtained from the biceps and triceps. Recently, Valentini et al [82] used a GMM to estimate the angle of a human joint with wavelet transform features obtained from sEMG signals. Their system achieved realtime performance with a processing time below 3 ms.…”
Section: Figurementioning
confidence: 99%
“…The GMM, which can be viewed as the weighted sum of several Gaussian components that best approximate the inputs, 38 was described as follows p(xjl) = where x denotes the input vector;w i represents the mixture weight; and N (xjm i , S i ) represents the Gaussian distribution of the ith mixture component defined by m i and S i . If the dimension of x was D, then the component Gaussian density was modeled as follows:…”
Section: Gmmmentioning
confidence: 99%
“…2. For the EMG information, we started from the results obtained in previous studies [15] in order to compute the Wavelet Transform (Wavelet Transform) of the signal, with the intent of analyzing the information in both time and frequency. The procedure extracts a feature value by considering only a small window of the signal at each time instant t, in order to highly characterize the small portion of information available.…”
Section: A Signal Analysismentioning
confidence: 99%
“…The original signal is decomposed using a multi-resolution analysis by means of a base function called mother wavelet (ψ(t)), so that a set of M wavelets, each represented by a coefficient (γ m ), are generated by scaling and translating the mother wavelet to represent the signal in input. As mother wavelet for representing the input EMG and accelerometers in this work we selected the db2 function from the Daubechies family, by looking at the good performances in either accuracy and time we obtained in previous works for both subjectspecific [15] and subject-independent [3] approaches. We choose to synthesize the M wavelet coefficients by using the Mean Average Value (MAV) (Eq.…”
Section: A Signal Analysismentioning
confidence: 99%
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