可变刚度踝足矫形器的设计与鉴定

IF 0.8 4区 医学 Q4 ORTHOPEDICS
Haochen Rong, Sepehr Ramezani, Alex Ambro, Chi Hou Lei, Hwan Choi
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引用次数: 0

摘要

背景:踝足矫形器(AFOs)是一种可以改善神经系统疾病患者行走能力的辅助设备。调节硬度是根据个人缺陷进行定制设置的常用方法:本研究旨在通过刚度模块设计一种可变刚度 AFO,并确定 AFO 刚度范围的特征,从而为用户提供针对特定对象的设置:方法:我们使用不同支点位置的弯曲梁来建立 AFO 模型,以调节硬度。为了确定硬度范围和轮廓,我们使用叠加法生成理论模型,对 AFO 进行数值分析。AFO 中弯曲梁的固有变形被认为是两个弯曲变形的组合,以复制实际的弯曲条件。在不同支点位置进行了相应的实验,以与理论模型进行比较和优化。通过添加与支点位置相关的系数,采用曲线拟合方法对理论模型进行了调整:结果:当支点移动到近端位置时,AFO 的刚度增加。在支点位置为 6 厘米时,获得的最大刚度为 1.77 Nm/°,而在支点位置为 0.5 厘米、玻璃纤维梁厚度为 0.43 厘米时,获得的最小刚度为 0.82 Nm/°。相应理论模型的最大和最小刚度分别为 1.71 和 0.80 Nm/°。理论模型与实验值相差 4.08%:刚度模块可以根据支点位置和不同种类的玻璃纤维条,尤其是横梁的厚度和材料,提供可调节的刚度。具有不同支点位置的理论模型可用于测绘 AFO 在动态运动中的实时刚度,并确定弯曲梁的适当尺寸。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design and characterization of a variable-stiffness ankle-foot orthosis.

Background: Ankle-foot orthoses (AFOs) are a type of assistive device that can improve the walking ability of individuals with neurological disorders. Adjusting stiffness is a common way to customize settings according to individuals' impairment.

Objective: This study aims to design a variable-stiffness AFO by stiffness module and characterize the AFO stiffness range to provide subject-specific settings for the users.

Methods: We modeled AFO using bending beams with varying fulcrum positions to adjust the stiffness. To characterize the stiffness range and profile, we used the superposition method to generate the theoretical model to analyze the AFO numerically. The intrinsic deformation of the bending beam in the AFO is considered a combination of 2 bending deformations to replicate actual bending conditions. The corresponding experiments in different fulcrum positions were performed to compare with and optimize the theoretical model. The curve fitting method was applied to tune the theoretical model by adding a fulcrum position-related coefficient.

Results: The AFO stiffness increased as the fulcrum moved to the proximal position. The maximum stiffness obtained was 1.77 Nm/° at a 6-cm fulcrum position, and the minimum stiffness was 0.82 Nm/° at a 0.5-cm fulcrum position with a 0.43-cm thick fiberglass beam. The corresponding theoretical model had maximum and minimum stiffness of 1.71 and 0.80 Nm/°, respectively. The theoretical model had a 4.08% difference compared with experimental values.

Conclusions: The stiffness module can provide adjustable stiffness with the fulcrum position and different kinds of fiberglass bars, especially the thickness and material of the beam. The theoretical model with different fulcrum positions can be used to profile the real-time stiffness of the AFO in a dynamic motion and to determine the appropriate dimensions of the bending beam.

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来源期刊
CiteScore
2.30
自引率
13.30%
发文量
208
审稿时长
6-12 weeks
期刊介绍: Prosthetics and Orthotics International is an international, multidisciplinary journal for all professionals who have an interest in the medical, clinical, rehabilitation, technical, educational and research aspects of prosthetics, orthotics and rehabilitation engineering, as well as their related topics.
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