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平衡干扰系数作为一种基于快速傅里叶变换(FFT)曲线评估维持平衡能力的新指标。

Balance disturbances coefficient as a new value to assess ability to maintain balance on the basis of FFT curves.

作者信息

Jurkojć Jacek

机构信息

Department of Biomechatronics, Silesian University of Technology, Gliwice, Poland.

出版信息

Acta Bioeng Biomech. 2018;20(1):143-151.

Abstract

PURPOSE

The aim of this study was to formulate a new balance disturbances coefficient enabling objective balance assessment on the basis of fast Fourier transform curves. The article presents the method of coefficient calculation and possible ways of its interpretation.

METHODS

11 healthy participants took part in the experiment. There were four measurements: two in real environment with eyes open and eyes closed as well as two in virtual environment with scenery (surroundings) oscillating with frequency 0.7 Hz and 1.4 Hz. Scenery was displayed by means of the Oculus Rift system, whereas position of centre of pressure was measured with the use of Zebris FDM-S platform. Obtained centre of pressure positions were used to calculate fast Fourier transform, and then balance disturbances coefficient.

RESULTS

Comparisons of coefficient values obtained for the whole group and two selected participants were presented in order to explain how to interpret and use the coefficient. For better explanation of coefficient interpretation the most popular time domain stabilometric quantities and fast Fourier transform curves were presented as well.

CONCLUSIONS

The balance disturbances coefficient makes it possible to quantitatively and objectively determine, on the basis of fast Fourier transform curves, the influence of the oscillating scenery on the tested person as well as show how the overall equilibrium of that person was disturbed.

摘要

目的

本研究的目的是制定一种新的平衡干扰系数,以便在快速傅里叶变换曲线的基础上进行客观的平衡评估。本文介绍了系数计算方法及其可能的解释方式。

方法

11名健康参与者参加了实验。进行了四次测量:两次在真实环境中,分别为睁眼和闭眼;另外两次在虚拟环境中,场景(周围环境)以0.7赫兹和1.4赫兹的频率振荡。通过Oculus Rift系统展示场景,而使用Zebris FDM-S平台测量压力中心的位置。利用获得的压力中心位置计算快速傅里叶变换,进而计算平衡干扰系数。

结果

给出了整个组以及两名选定参与者获得的系数值的比较,以解释如何解释和使用该系数。为了更好地解释系数的解释,还展示了最常用的时域稳定测量量和快速傅里叶变换曲线。

结论

平衡干扰系数使得能够基于快速傅里叶变换曲线,定量且客观地确定振荡场景对被测者的影响,以及展示该人的整体平衡是如何受到干扰的。

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