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Minimum time required for assessing step variability during running at submaximal velocities

机译:在潜艇速度运行期间评估步骤变异所需的最小时间

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This study aimed to determine the minimum time required for assessing spatiotemporal variability during continuous running at different submaximal velocities and, thereby, the number of steps required. Nineteen trained endurance runners performed an incremental running protocol, with a 3-min recording period at 10, 12, 14 and 16?km/h. Spatiotemporal parameters (contact and flight times, step length and step frequency) were measured using the OptoGait system and step variability was considered for each parameter, in terms of within-participants standard deviation (SD) and coefficient of variation (CV%). Step variability was considered over six different durations at every velocity tested: 0–10?s, 0–20?s, 0–30?s, 0–60?s, 0–120?s and 0–180?s. The repeated measures ANOVA revealed no significant differences in the magnitude of the four spatiotemporal parameters between the recording intervals at each running velocity tested (p?≥?0.05, ICC?>?0.90). The post-hoc analysis confirmed no significant differences in step variability (SD and CV% of each spatiotemporal parameter at any velocity tested) between measurements. The Bland-Altman limits of agreement method showed that longer recording intervals yield smaller systematic bias, random errors, and narrower limits of agreement, regardless of running velocity. The results suggest that the duration of the recording period required to estimate spatiotemporal variability plays an important role in the accuracy of the measurement, regardless of running velocity (10–16?km/h).
机译:该研究旨在确定在不同潜水速度连续运行期间评估时空变异性所需的最短时间,从而需要进行所需的步骤数。 1968培训的耐用式跑步者进行了一个增量运行协议,在10,12,14和16的3分钟记录周期下进行了3分钟的记录。使用Optogait系统测量时空参数(接触和飞行时间,步长和阶梯频率),并且在参与内部的标准偏差(SD)和变异系数(CV%)方面考虑了每个参数的步骤变异性。在每个速度测试的六种不同的持续时间内被认为是六种不同的持续性:0-10?s,0-20?s,0-60?s,0-60?s,0-120?s和0-180?s。重复措施Anova在每个运行速度下的记录间隔之间的四个时空参数的大小没有显着差异(P?≥?0.05,ICC?0.90)。后HOC分析证实在测量之间证实了在测量之间进行的步骤变异性(每个时空参数的SD和CV%的SD和CV%)没有显着差异。达成协议方法的Bland-Altman限制表明,无论运行速度如何,较长的记录间隔都会产生较小的系统偏差,随机误差和较窄的协议限制。结果表明,估计时空变异性所需的记录周期的持续时间在测量的准确性中起着重要作用,无论运行速度如何(10-16 km / h)。

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