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Modeling Professional Rugby Union Peak Intensity-Duration Relationships Using a Power Law

机译:建模职业橄榄球联盟高峰Intensity-Duration使用权力的关系法律

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Purpose: Can power law models accurately predict the peak intensities of rugby competition as a function of time? Methods: Match movement data were collected from 30 elite and 30 subelite rugby union athletes across competitive seasons, using wearable Global Navigation Satellite Systems and accelerometers. Each athlete's peak rolling mean value of each measure (mean speed, metabolic power, and PlayerLoad (TM)) for 8 durations between 5 seconds and 10 minutes was predicted by the duration with 4 power law (log-log) models, one for forwards and backs in each half of a typical match. Results: The log of peak exercise intensity and exercise duration (5-600 s) displayed strong linear relationships (R-2 = .967-.993) across all 3 measures. Rugby backs had greater predicted intensities for shorter durations than forwards, but their intensities declined at a steeper rate as duration increased. Random prediction errors for mean speed, metabolic power, and PlayerLoad were 5% to 6%, 7% to 9%, and 8% to 10% (moderate to large), respectively, for elite players. Systematic prediction errors across the range of durations were trivial to small for elite players, underestimating intensities for shorter (5-10 s) and longer (300-600 s) durations by 2% to 4% and overestimating 20- to 120-second intensities by 2% to 3%. Random and systematic errors were slightly greater for subelites compared to elites, with ranges of 4% to 12% and 2% to 5%, respectively. Conclusions: Peak intensities of professional rugby union matches can be predicted with adequate precision (trivial to small errors) for prescribing training drills of a given duration, irrespective of playing position, match half, level of competition, or measure of exercise intensity. However, practitioners should be aware of the substantial (moderate to large) prediction errors at the level of the individual player.
机译:目的:幂律模型能准确地预测的峰值强度作为一个橄榄球比赛时间的函数?收集来自30个精英和30 subelite橄榄球运动员在竞争激烈的季节,使用可穿戴全球导航卫星系统和加速计。滚动每个测量的平均值(平均速度,代谢能力,和PlayerLoad (TM)) 8持续时间5秒,10分钟之间预测的持续时间4幂律(对数)模型,一个用于转发和支持每一个典型的匹配的一半。峰运动强度和运动持续时间(5 - 600 s)显示很强的线性关系(r2 = .967 -.993)在所有3措施。支持更大的强度预测短时间比前锋,但他们强度更高的速度下降持续时间增加。平均速度、代谢能力和PlayerLoad5%至6%,7%,9%,8%到10%(温和大),分别为精英球员。系统的整个范围的预测错误时间是微不足道的小精英球员,低估强度为短(5 - 10 s)和时间(300 - 600年)持续时间2%到4%,高估了20 - 120秒强度由2%降至3%。错误subelites略大与精英相比,范围为4%和12%分别为2%,5%。强度的职业橄榄球联盟比赛可以足够精确地预测(微不足道小错误)处方训练演习一个给定的时间,无论玩位置,匹配一半,水平的竞争,或运动强度的措施。从业人员应该意识到可观(温和大)在预测错误个体水平的球员。

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