On-Body Force Sensing Using a Soft E-Textile Matrix: Development, Modeling, and Evaluation

Alireza Golgouneh;Lucy E. Dunne
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Abstract

Accurate force estimation on the human body is inherently challenging due to variations in body geometry, surface curvature, and soft tissue deformation, which introduce complexities in sensor response. In this article, we present the development and evaluation of a low-profile, textile-based, and biocompatible flexible sensor matrix composed of 72 sensing cells ( $6\times 12$ configurations) with a spatial fine resolution of 1 cm2, designed for wearable applications requiring precise on-body force measurement. The goal of this article is to improve force-estimation accuracy for applications such as medical monitoring, rehabilitation, and human-computer interaction. This study contributes a fully soft e-textile matrix together with a matching data-driven modeling framework. We investigated multiple modeling techniques, including exponential and polynomial regression, as well as neural-network architectures such as sequential multilayer perceptron (MLP) and long short-term memory (LSTM) networks. The LSTM model outperformed others by capturing hysteresis effects and improving force-estimation accuracy. The sensor matrix was first validated using balance weights on flat surfaces, achieving a root mean square error (RMSE) of 0.02 N. It was, then, evaluated on soft, curved mannequin surfaces representing varying geometries—low (torso), medium (thigh), and high (forearm) curvatures—resulting in a minimum RMSE of 0.056 N, a maximum error of 0.14 N, and an average RMSE of 0.09 N. These results demonstrate the matrix’s accuracy and robustness for on-body force sensing on deformable, nonuniform surfaces.
使用软电子纺织品矩阵的身体力传感:开发,建模和评估
由于人体几何形状、表面曲率和软组织变形的变化,导致传感器响应的复杂性,因此对人体进行准确的力估计具有固有的挑战性。在本文中,我们介绍了一种低调的、基于纺织品的、生物相容性的柔性传感器矩阵的开发和评估,该传感器矩阵由72个传感单元(6 × 12配置)组成,空间精细分辨率为1 cm2,专为需要精确的身体力测量的可穿戴应用而设计。本文的目标是提高诸如医疗监测、康复和人机交互等应用的力估计精度。本研究提供了一个全软电子纺织品矩阵以及一个匹配的数据驱动建模框架。我们研究了多种建模技术,包括指数和多项式回归,以及神经网络架构,如顺序多层感知器(MLP)和长短期记忆(LSTM)网络。LSTM模型通过捕获滞后效应和提高力估计精度而优于其他模型。传感器矩阵首先在平面上使用平衡重量进行验证,实现均方根误差(RMSE)为0.02 N,然后在代表不同几何形状的柔软弯曲人体模型表面进行评估-低(躯干),中(大腿)和高(前臂)曲率-最小RMSE为0.056 N,最大误差为0.14 N,平均RMSE为0.09 N。这些结果证明了矩阵的准确性和鲁棒性。不均匀的表面。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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