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人类步态的分形动力学:对豪斯多夫等人1996年数据的重新评估

Fractal dynamics of human gait: a reassessment of the 1996 data of Hausdorff et al.

作者信息

Delignières Didier, Torre Kjerstin

机构信息

EA 2991 Motor Efficiency and Deficiency, University Montpellier I, Montpellier, France.

出版信息

J Appl Physiol (1985). 2009 Apr;106(4):1272-9. doi: 10.1152/japplphysiol.90757.2008. Epub 2009 Feb 19.

Abstract

We propose in this paper a reassessment of the original data of Hausdorff et al. (Hausdorff JM, Purdon PL, Peng C-K, Ladin Z, Wei JY, Goldberger AR. J Appl Physiol 80: 1448-1457, 1996). We confirm, using autoregressive fractionally integrated moving average modeling, the presence of genuine fractal correlations in stride interval series in self-paced conditions. In contrast with the conclusions of the authors, we show that correlations did not disappear in metronomic conditions. The series of stride intervals presented antipersistent correlations, and 1/f fluctuations were evidenced in the asynchronies to the metronome. We show that the super central pattern generator model (West B, Scafetta N. Phys Rev E Stat Nonlin Soft Matter Phys 67: 051917, 2003) allows accounting for the experimentally observed correlations in both self-paced and metronomic conditions, by the simple setting of the coupling strength parameter. We conclude that 1/f fluctuations in gait are not overridden by supraspinal influences when walking is paced by a metronome. The source of 1/f noise is still at work in this condition, but expressed differently under the influence of a continuous coupling process.

摘要

在本文中,我们提议对豪斯多夫等人(Hausdorff JM, Purdon PL, Peng C-K, Ladin Z, Wei JY, Goldberger AR. J Appl Physiol 80: 1448 - 1457, 1996)的原始数据进行重新评估。我们使用自回归分数整合移动平均模型,证实在自主步速条件下,步幅间隔序列中存在真正的分形相关性。与作者的结论相反,我们发现节拍器条件下相关性并未消失。步幅间隔序列呈现反持续性相关性,并且在与节拍器的异步中证实存在1/f波动。我们表明,超级中枢模式发生器模型(West B, Scafetta N. Phys Rev E Stat Nonlin Soft Matter Phys 67: 051917, 2003)通过简单设置耦合强度参数,能够解释在自主步速和节拍器条件下实验观察到的相关性。我们得出结论,当由节拍器控制步速行走时,步态中的1/f波动不会被脊髓以上的影响所覆盖。在这种情况下,1/f噪声的来源仍然起作用,但在连续耦合过程的影响下表现有所不同。

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