Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake

A passive controlled ankle foot orthosis (PICAFO) used a passive actuator such as Magnetorheological (MR) brake to control the ankle stiffness. The PICAFO used two kinds of sensors, such as Electromyography (EMG) signal and ankle position (two inputs) to determine the amount of stiffness (one output...

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Autores principales: Adiputra Dimas, Azizi Abdul Rahman Mohd, Bahiuddin Irfan, Ubaidillah, Imaduddin Fitrian, Nazmi Nurhazimah
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Publicado: De Gruyter 2020
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spelling oai:doaj.org-article:f53a34b89b794a90bcd0c6d5645d63002021-12-05T14:10:46ZSensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake2391-543910.1515/eng-2021-0010https://doaj.org/article/f53a34b89b794a90bcd0c6d5645d63002020-11-01T00:00:00Zhttps://doi.org/10.1515/eng-2021-0010https://doaj.org/toc/2391-5439A passive controlled ankle foot orthosis (PICAFO) used a passive actuator such as Magnetorheological (MR) brake to control the ankle stiffness. The PICAFO used two kinds of sensors, such as Electromyography (EMG) signal and ankle position (two inputs) to determine the amount of stiffness (one output) to be generated by the MR brake. As the overall weight and design of an orthotic device must be optimized, the sensor numbers on PICAFO wanted to be reduced. To do that, a machine learning approach was implemented to simplify the previous stiffness function. In this paper, Non-linear Autoregressive Exogeneous (NARX) neural network were used to generate the simplified function. A total of 2060 data were used to build the network with detail such as 1309 training data, 281 validation data, 281 testing data 1, and 189 testing data 2. Three training algorithms were used such as Levenberg-Marquardt, Bayesian Regularization, and Scaled Conjugate Gradient. The result shows that the function can be simplified into one input (ankle position) – one output (stiffness). Optimized result was shown by the NARX neural network with 15 hidden layers and trained using Bayesian Regularization with delay 2. In this case, the testing data shows R-value of 0.992 and MSE of 19.16.Adiputra DimasAzizi Abdul Rahman MohdBahiuddin IrfanUbaidillahImaduddin FitrianNazmi NurhazimahDe Gruyterarticlemagnetorheological brakedamping stiffnesssensor numbersmachine learningnonlinear autoregressive exogenousEngineering (General). Civil engineering (General)TA1-2040ENOpen Engineering, Vol 11, Iss 1, Pp 91-101 (2020)
institution DOAJ
collection DOAJ
language EN
topic magnetorheological brake
damping stiffness
sensor numbers
machine learning
nonlinear autoregressive exogenous
Engineering (General). Civil engineering (General)
TA1-2040
spellingShingle magnetorheological brake
damping stiffness
sensor numbers
machine learning
nonlinear autoregressive exogenous
Engineering (General). Civil engineering (General)
TA1-2040
Adiputra Dimas
Azizi Abdul Rahman Mohd
Bahiuddin Irfan
Ubaidillah
Imaduddin Fitrian
Nazmi Nurhazimah
Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
description A passive controlled ankle foot orthosis (PICAFO) used a passive actuator such as Magnetorheological (MR) brake to control the ankle stiffness. The PICAFO used two kinds of sensors, such as Electromyography (EMG) signal and ankle position (two inputs) to determine the amount of stiffness (one output) to be generated by the MR brake. As the overall weight and design of an orthotic device must be optimized, the sensor numbers on PICAFO wanted to be reduced. To do that, a machine learning approach was implemented to simplify the previous stiffness function. In this paper, Non-linear Autoregressive Exogeneous (NARX) neural network were used to generate the simplified function. A total of 2060 data were used to build the network with detail such as 1309 training data, 281 validation data, 281 testing data 1, and 189 testing data 2. Three training algorithms were used such as Levenberg-Marquardt, Bayesian Regularization, and Scaled Conjugate Gradient. The result shows that the function can be simplified into one input (ankle position) – one output (stiffness). Optimized result was shown by the NARX neural network with 15 hidden layers and trained using Bayesian Regularization with delay 2. In this case, the testing data shows R-value of 0.992 and MSE of 19.16.
format article
author Adiputra Dimas
Azizi Abdul Rahman Mohd
Bahiuddin Irfan
Ubaidillah
Imaduddin Fitrian
Nazmi Nurhazimah
author_facet Adiputra Dimas
Azizi Abdul Rahman Mohd
Bahiuddin Irfan
Ubaidillah
Imaduddin Fitrian
Nazmi Nurhazimah
author_sort Adiputra Dimas
title Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
title_short Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
title_full Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
title_fullStr Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
title_full_unstemmed Sensor Number Optimization Using Neural Network for Ankle Foot Orthosis Equipped with Magnetorheological Brake
title_sort sensor number optimization using neural network for ankle foot orthosis equipped with magnetorheological brake
publisher De Gruyter
publishDate 2020
url https://doaj.org/article/f53a34b89b794a90bcd0c6d5645d6300
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