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首页> 外文期刊>IEICE transactions on information and systems >Development of Artificial Neural Network Based Automatic Stride Length Estimation Method Using IMU Validation Test with Healthy Subjects
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Development of Artificial Neural Network Based Automatic Stride Length Estimation Method Using IMU Validation Test with Healthy Subjects

机译:基于人工神经网络的自动跨度估计方法,使用IMU验证测试与健康科目

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摘要

Rehabilitation and evaluation of motor function are important for motor disabled patients. In stride length estimation using an IMU attached to the foot, it is necessary to detect the time of the movement state, in which acceleration should be integrated. In our previous study, acceleration thresholds were used to determine the integration section, so it was necessary to adjust the threshold values for each subject. The purpose of this study was to develop a method for estimating stride length automatically using an artificial neural network (ANN). In this paper, a 4-layer ANN with feature extraction layers trained by autoencoder was tested. In addition, the methods of searching for the local minimum of acceleration or ANN output after detecting the movement state section by ANN were examined. The proposed method estimated the stride length for healthy subjects with error of -1.88 ± 2.36%, which was almost the same as the previous threshold based method (-0.97 ± 2.68%). The correlation coefficients between the estimated stride length and the reference value were 0.981 and 0.976 for the proposed and previous methods, respectively. The error ranges excluding outliers were between -7.03% and 3.23%, between -7.13% and 5.09% for the proposed and previous methods, respectively. The proposed method would be effective because the error range was smaller than the conventional method and no threshold adjustment was required.
机译:电机功能的康复和评估对于电机残疾患者很重要。在使用附接到脚的IMU的步骤长度估计中,需要检测运动状态的时间,其中应该集成加速度。在我们以前的研究中,使用加速阈值来确定集成部分,因此有必要调整每个受试者的阈值。本研究的目的是开发一种用于使用人工神经网络(ANN)自动估计潮流长度的方法。在本文中,测试了具有自动频体训练的具有特征提取层的4层ANN。此外,检查了检测ANN检测运动状态部分后搜索局部最小加速度或ANN输出的方法。所提出的方法估计了健康受试者的潮流,误差为-1.88±2.36%,几乎与基于阈值的方法几乎相同(-0.97±2.68%)。对于所提出的和以前的方法,估计的升高长度与参考值之间的相关系数分别为0.981和0.976。不包括异常值的误差范围分别为-7.03%和3.23%,分别为-7.13%和5.09%,以期和以前的方法分别为-7.13%和5.09%。所提出的方法是有效的,因为误差范围小于传统方法,并且不需要阈值调整。

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