In vitro quantification of the resistance force properties of a hydraulic resistance device designed for sprinting

IF 1.1 4区 医学 Q4 ENGINEERING, MECHANICAL
Matic Sašek, Oskar Cvjetičanin, Nejc Šarabon
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Abstract

The hydraulic resistance device (HRD), a state-of-the-art device developed primarily for resisted sprint training, lacks exploration of its force-generating properties. This technical note aims to evaluate these properties in vitro. In a laboratory experiment, the HRD was pulled with a motorised winch at four speeds (1–4 m s−1) and 12 different HRD resistance levels (low, medium and high). The resistance force induced by the HRD was measured using a force plate mounted under the device, and calculated as mean horizontal force produced at a constant pulling speed. Resistance force repeatability between pulling speeds at specific resistance levels was assessed using the coefficient of variation (CV) whereas the intraclass correlation coefficient (ICC3,1) was calculated to determine the consistency. A linear regression model quantified resistance force as a function of HRD resistance level. Accuracy of the model was assessed using root mean square error (RMSE). Across 12 resistance levels, the HRD produced resistance forces ranging from 22.57 ± 4.84 to 164.57 ± 4.84 N. The CV decreased from 21.5% at the lowest resistance to 0.4% at the highest. The HRD produced resistance force with high consistency (ICC3,1 CI = 0.990–0.999). The linear regression model showed a near-perfect fit ( R2 = 0.99) and predicted resistance force more accurately at medium and high resistance (RMSE range = 0.97–4.57 N). The HRD provides favourable force-generating properties for resisted sprint training and testing, warranting further studies on its exploration in vivo.
体外量化短跑液压阻力装置的阻力特性
液压阻力装置(HRD)是一种最先进的装置,主要用于阻力短跑训练,但缺乏对其发力特性的探索。本技术说明旨在对这些特性进行体外评估。在实验室实验中,用电动绞盘以四种速度(1-4 米/秒-1)和 12 种不同的 HRD 阻力水平(低、中、高)拉动 HRD。使用安装在设备下方的测力板测量 HRD 诱导的阻力,并计算出恒定牵引速度下产生的平均水平力。使用变异系数(CV)评估特定阻力水平下不同拉动速度之间的阻力重复性,同时计算类内相关系数(ICC3,1)以确定一致性。线性回归模型将阻力量化为 HRD 阻力水平的函数。使用均方根误差(RMSE)评估模型的准确性。在 12 个阻力水平上,HRD 产生的阻力从 22.57 ± 4.84 牛顿到 164.57 ± 4.84 牛顿不等。HRD 产生的阻力具有高度一致性(ICC3,1 CI = 0.990-0.999)。线性回归模型显示出近乎完美的拟合(R2 = 0.99),并能更准确地预测中阻力和高阻力时的阻力(RMSE 范围 = 0.97-4.57 N)。HRD 为阻力短跑训练和测试提供了有利的发力特性,值得在体内进一步研究探索。
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来源期刊
CiteScore
3.50
自引率
20.00%
发文量
51
审稿时长
>12 weeks
期刊介绍: The Journal of Sports Engineering and Technology covers the development of novel sports apparel, footwear, and equipment; and the materials, instrumentation, and processes that make advances in sports possible.
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