功能独立性测量的运动测量与分析

Shino Matsuura, Kazuhiko Hirata, Hiroaki Kimura, Yoshitaka Iwamoto, Makoto Takahashi, Y. Endo, M. Tada, Tsubasa Maruyama, Y. Kurita
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引用次数: 0

摘要

康复后需要进行适当的身体功能状态评估,以确定患者所需的辅助水平和康复效果。康复的有效性可以通过计算功能独立测量(FIM)评分来确定。FIM评分测量过程评估与日常生活活动相关的援助量;然而,它受到评估者主观性的影响,不同的评估者对同一患者的评估可能会有所不同。此外,由于大量的组件项,它是耗时和费力的。因此,需要一种易于实施且以客观标准为基础的新的评价体系。几种机器学习技术已经被建议以客观的方式评估康复的进展,并且它们的功效已经被证明。然而,FIM分数包含复杂的运动项目,需要从多个角度评估因素。在这项研究中,研究了一种使用机器学习估计FIM值的方法,以客观地评估康复的有效性。通过简单的运动测量实验,利用肌肉骨骼模型对数据进行分析,得到运动等力学指标,并将这些指标作为机器学习的特征。根据FIM值进行独立组、修正独立组和辅助组的估计实验。随机森林和逻辑回归的统计方法与支持向量机相结合用于FIM估计。估计最高精度约为0.9。然而,每种方法和项目的准确性各不相同;最低精度约为0.3。统计分析显示,各指标差异明显,组间差异显著。这些差异被认为可以提高FIM估计的准确性。此外,通过改变所使用的特征值,某些项目的准确性得到了提高。2项仅使用关节角度,7项使用关节扭矩和肌力,2项使用所有指标时效果最好。这表明综合评估,包括关节扭矩和肌肉力量,是估计FIM评分的有效方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Motion Measurement and Analysis for Functional Independence Measure
An appropriate physical functionality status assessment is necessary after rehabilitation to determine the level of assistance required by the patient and the efficacy of rehabilitation. The effectiveness of rehabilitation can be determined by computing a functional independence measure (FIM) score. The FIM score measurement process evaluates the amount of assistance associated with activities of daily living; however, it is influenced by evaluator subjectivity and can vary for the same patient assessed by different evaluators. Furthermore, it is time-consuming and laborious because of the large number of component items. Therefore, a new evaluation system that is easily implementable and based on objective criteria is needed. Several machine learning techniques have been suggested for evaluating the progress of rehabilitation in an objective manner, and their efficacy has been proven. However, the FIM score includes complex movement items, necessitating the evaluation of factors from multiple angles. In this study, a method for estimating FIM values using machine learning was investigated to evaluate the effectiveness of rehabilitation objectively. A simple exercise measurement experiment was conducted, and a musculoskeletal model was used to analyze the data to obtain movement and other mechanical indices, and these were subsequently used as features of machine learning. Based on the FIM values, an estimation experiment was conducted in three groups: independent, modified independent, and assisted groups. The statistical approaches of random forest and logistic regression were used in conjunction with a support vector machine for FIM estimation. The highest accuracy was estimated to be approximately 0.9. However, the accuracy varied with each method and item; the lowest accuracy was approximately 0.3. Statistical analysis showed clear differences in the indicators, with significant differences between the groups. These differences were considered to increase the accuracy of FIM estimation. Additionally, the accuracy of some items was improved by changing the feature values used. The best results were obtained when only the joint angle was used for two items, joint torque and muscle strength were used for seven items, and all indicators were used for two items. This suggests that a comprehensive evaluation, including that of joint torque and muscle strength, is effective for estimating FIM score.
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