应用积分概念表达人体膝关节动力学的一种新方法

Sithara Mary Sunny, K. S. Sivanandan, Arun P. Parameswaran, T. Baiju, N. Shyamasunder Bhat
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引用次数: 0

摘要

为身体残疾人士开发相对负担得起但高效的辅助设备的必要性和重要性是这项研究的鼓舞因素。这篇手稿描述了一种新的方法,通过积分概念的应用,在数学上制定了人体运动过程中膝关节的动力学。对n阶微分方程进行了适当的修改,以适应人体运动的特点。修正无穷级数的常系数$(C_{0},\ C_{1},\ C_{2})$表示人的生理和心理方面,并通过光学技术处理实验获得的数据来确定。通过对实验数据的分析,建立了膝关节动力学的数学表达式,并成功地进行了验证。表示的准确度在±10%的可接受公差范围内。由此产生的模型可以进一步用于设计和开发肢体残疾人士的辅助装置,从而帮助他们重新融入社会,过上正常生活。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel Technique to Mathematically Represent the Human Knee Dynamics through the Application of the Integral Concept
The need and importance of developing comparatively affordable yet efficient assistive devices for physically disabled people is the inspiring factor for this research. This manuscript describes a novel method of mathematically formulating the dynamics of the knee joint during human locomotion through the application of the integral concept. The nth order differential equation is modified suitably to accommodate the characteristics of human locomotion. The constant coefficients $(C_{0},\ C_{1},\ C_{2})$ of the modified infinite series represent the physical and psychological aspects of the person and are determined by processing the data obtained experimentally via optical technique. By the analysis of the data obtained through the conduction of experiments, the mathematical representation of knee dynamics was formulated and successfully validated. The accuracy of the representation was found to be within the acceptable tolerance limit of ± 10%. The resulting model can be further utilized for the design and development of assistive devices for physically disabled people thereby aiding them to reintegrate into society and lead a normal life.
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