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Validity and Reliability of a Commercially Available Indoor Tracking System to Assess Distance and Time in Court-Based Sports

机译:商业上可用的室内跟踪系统评估法院体育中的距离和时间的有效性和可靠性

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摘要

The aim of this study was to evaluate the validity and reliability of a commercially available local position measurement (LPM) tracking system when assessing distance and running time at different speeds. Fifteen male healthy athletes performed 15 m displacements at walking, running and sprinting speed. Data recorded by the LPM system were compared to those from the reference equipment, consisting of measuring tape and electronic timing gates placed at 0, 5, 10, and 15 m. Mean error, mean absolute error (MAE), standard deviation (SD) of the measurement error, maximum measurement error and root mean square error (RMSE) were calculated to determine the validity for distance and the running time variables. Product-moment correlation and intraclass correlation coefficient (ICC) were also used for the running time. Finally, the reliability of the distance was carried out comparing data from the three repetitions with the standard tape measure using a linear mixed model and the typical error as mean coefficient of variation (CV) (%). MAE shows errors under 0.18 m for the distance variable at all speeds and under 0.08 s for the running time variable at all speeds, except from 15 m at walking. Product-moment correlations were high to nearly perfect for running time (range: 0.60–0.99), ICC varied between high (0.75–0.90) and extremely high (>0.99) for most measures, and coefficients of variation remained almost invariable as speed increased (walking: 2.16; running: 2.52; sprinting: 2.20). The tested LPM system represents a valid and reliable method for monitoring distance during different constant speeds over a straight line, as long as there is no signal loss. However, the running time errors could be too large for performance tests that require acute precision.
机译:这项研究的目的是评估以不同速度评估距离和行驶时间时,市售的本地位置测量(LPM)跟踪系统的有效性和可靠性。 15名男性健康运动员以步行,奔跑和短跑速度进行了15 m的位移。将LPM系统记录的数据与参考设备的数据进行比较,参考设备包括卷尺和放置在0、5、10和15 m处的电子定时门。计算平均误差,平均绝对误差(MAE),测量误差的标准偏差(SD),最大测量误差和均方根误差(RMSE),以确定距离和行驶时间变量的有效性。产品-时刻相关性和类内相关系数(ICC)也用于运行时间。最后,使用线性混合模型将三个重复的数据与标准卷尺进行比较,并使用典型误差作为平均变异系数(CV)(%),比较距离的可靠性。 MAE显示在所有速度下,距离变量的误差都在0.18 m以下,在所有速度下,运行时间变量的误差都在0.08 s以下,步行时15 m除外。在运行时间中,产品-力矩相关性高到几乎完美(范围:0.60-0.99),大多数测量值的ICC在高(0.75-0.90)和极高(> 0.99)之间变化,并且随着速度的增加,变异系数几乎保持不变(步行:2.16;跑步:2.52;冲刺:2.20)。经过测试的LPM系统代表一种有效且可靠的方法,只要没有信号丢失,就可以在直线上以不同的恒定速度监控距离。但是,对于需要极高精确度的性能测试,运行时间错误可能太大。

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