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ED-FNN: A New Deep Learning Algorithm to Detect Percentage of the Gait Cycle for Powered Prostheses

机译:ED-FNN:一种新的深度学习算法用于检测电动假肢步态周期的百分比

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摘要

Throughout the last decade, a whole new generation of powered transtibial prostheses and exoskeletons has been developed. However, these technologies are limited by a gait phase detection which controls the wearable device as a function of the activities of the wearer. Consequently, gait phase detection is considered to be of great importance, as achieving high detection accuracy will produce a more precise, stable, and safe rehabilitation device. In this paper, we propose a novel gait percent detection algorithm that can predict a full gait cycle discretised within a 1% interval. We called this algorithm an exponentially delayed fully connected neural network (ED-FNN). A dataset was obtained from seven healthy subjects that performed daily walking activities on the flat ground and a 15-degree slope. The signals were taken from only one inertial measurement unit (IMU) attached to the lower shank. The dataset was divided into training and validation datasets for every subject, and the mean square error (MSE) error between the model prediction and the real percentage of the gait was computed. An average MSE of 0.00522 was obtained for every subject in both training and validation sets, and an average MSE of 0.006 for the training set and 0.0116 for the validation set was obtained when combining all subjects’ signals together. Although our experiments were conducted in an offline setting, due to the forecasting capabilities of the ED-FNN, our system provides an opportunity to eliminate detection delays for real-time applications.
机译:在过去的十年中,已经开发出了新一代的动力胫骨假体和骨骼。然而,这些技术受到步态相位检测的限制,该步态相位检测根据穿戴者的活动来控制可穿戴设备。因此,步态相位检测被认为非常重要,因为获得高检测精度将产生更精确,稳定和安全的康复设备。在本文中,我们提出了一种新颖的步态百分比检测算法,该算法可以预测在1%间隔内离散的完整步态周期。我们将此算法称为指数延迟全连接神经网络(ED-FNN)。从七个健康的受试者中获取数据集,这些受试者在平坦的地面和15度的坡度上进行日常步行活动。信号仅从安装在下柄上的一个惯性测量单元(IMU)获得。将该数据集分为每个受试者的训练和验证数据集,并计算模型预测与步态实际百分比之间的均方误差(MSE)误差。在将所有受试者的信号组合在一起时,对每个受试者的训练和验证集中的平均MSE为0.00522,对于训练集的平均MSE为0.006,对于验证组的平均MSE为0.0116。尽管我们的实验是在离线环境下进行的,但由于ED-FNN的预测功能,我们的系统为消除实时应用的检测延迟提供了机会。

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