首页> 外文期刊>Gait & posture >Reliability of the long-range power-law correlations obtained from the bilateral stride intervals in asymptomatic volunteers whilst treadmill walking.
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Reliability of the long-range power-law correlations obtained from the bilateral stride intervals in asymptomatic volunteers whilst treadmill walking.

机译:在跑步机上行走时,无症状志愿者从双侧步距获得的远距离幂律相关性的可靠性。

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摘要

Stride intervals measured during steady-state walking are irregular. These stride interval fluctuations are not random but exhibit long-range power-law correlation (alpha) such that a given stride interval is 'influenced' by earlier variations in the stride intervals. To estimate alpha, one requires a minute long sequence of right or left side stride interval data. However, to obtain a reliable alpha point estimate, the minimal stride sequence length is unknown. Additionally, it is unknown if the right and left side alpha are equivalent. In this study, the within-day and the right and left side reliabilities of alpha point estimates were examined in 23 volunteers performing three 8-min treadmill walks. In addition, eight volunteers were retested on three additional days to estimate between-day reliability. The standard error of measurement (S.E.M.) and the within- and between-day intraclass correlation (ICC) values, and their 95% confidence intervals, each calculated using the combined right and left leg 8-min alpha estimates were acceptable [0.047 (0.044-0.051); 0.914 (0.882-0.932) and 0.769 (0.689-0.815), respectively]. The left alpha (0.688 +/- 0.93) was greater than the right alpha (0.664 +/- 0.094), albeit this finding was underpowered (0.55). The alpha point estimates obtained from the full 8-min walks provided minimal S.E.M. and maximal within- and between-day ICCs. However, the minimal S.E.M. was statistically indistinguishable from the 6- and 7-min walk durations and all of the within-day and between-day ICCs were similar except for the 3- and 8-min between-day ICCs. This study suggests that data from four 3min, three 6min or two 8min walk duration trials provide reliable alpha point estimates from a short series of short treadmill walks.
机译:在稳态步行过程中测得的步幅不规则。这些步幅间隔波动不是随机的,而是表现出远距离幂律相关性(alpha),从而使给定的步幅间隔受到步幅间隔较早变化的“影响”。为了估算阿尔法,需要一分钟的左右步幅间隔数据序列。然而,为了获得可靠的阿尔法点估计,最小步幅序列长度是未知的。此外,未知右侧和左侧alpha是否相等。在这项研究中,在23位志愿者中进行了3次8分钟的跑步机步行,检查了Alpha点估计值的日内和左右可靠性。此外,在另外三天中对八名志愿者进行了重新测试,以估计日间可靠性。标准测量误差(SEM)以及日内和日间类内相关性(ICC)值以及它们的95%置信区间(均使用左右腿的8分钟组合估算得出)[0.047(0.044(0.044(0.044) -0.051);分别为0.914(0.882-0.932)和0.769(0.689-0.815)]。左α(0.688 +/- 0.93)大于右α(0.664 +/- 0.094),尽管此发现功率不足(0.55)。从完整的8分钟步行中获得的alpha点估计值提供了最小的S.E.M.以及日内和日间最大ICC。但是,最小的S.E.M.与6分钟和7分钟的步行时间在统计上没有区别,除了3分钟和8分钟的日间ICC外,所有日内和日间ICC均相似。这项研究表明,来自4个3分钟,3个6分钟或2个8分钟的步行时间试验的数据提供了一系列短距离跑步机步行的可靠α点估计。

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