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硬拉练习的负荷-速度关系。

Load-velocity relationship of the deadlift exercise.

机构信息

Human Performance and Sport Science Laboratory. Faculty of Sport Sciences, University of Murcia, Murcia, Spain.

出版信息

Eur J Sport Sci. 2021 May;21(5):678-684. doi: 10.1080/17461391.2020.1785017. Epub 2020 Aug 6.

Abstract

Velocity-based training (VBT) is gaining popularity in strength and conditioning due to multiple practical advantages for auto-regulating and individualizing training volume and load on a day-to-day basis. Because the load-velocity relationship varies among exercises, the knowledge of particular equations is indispensable to effectively implement the VBT. The aim of this study was to determine the complete load- and power-velocity profile of the deadlift exercise to provide practical equations and normative values for resistance training coaches and practitioners. Twenty strength-trained men performed a progressive loading test at maximal intended velocity to determine their one-repetition maximum (1RM). Mean (MV), mean propulsive (MPV) and peak velocity (PV) were measured during the concentric phase. Both MV and MPV showed a very close relationship to %1RM (R = 0.971 and R = 0.963) with a low error of estimation (SEE = 0.08 and 0.09 m·s), which was maintained throughout the wide breadth of velocities. PV showed the poorest results (R = 0.958, SEE = 0.15 m·s). MV attained with the 1RM was 0.24 ± 0.03 m·s and consistent between participants with different relative strengths. The load that maximized the power output was identified at ∼60% 1RM. In contrast to what was observed in velocity, power outcomes showed poor predictive capacity to estimate %1RM. Hence, the use of velocity-based equations is advisable to monitor athletes' performance and adjust the training load in the deadlift exercise. This finding provides an alternative to the demanding, time-consuming and interfering 1RM tests, and allows the use of the deadlift exercise following the VBT principles.

摘要

基于速度的训练(VBT)由于在日常基础上自动调节和个体化训练量和负荷的多个实际优势,在力量和体能训练中越来越受欢迎。由于运动中的负荷-速度关系不同,因此有效实施 VBT 需要特定方程的知识。本研究的目的是确定硬拉练习的完整负荷-速度和功率-速度曲线,为阻力训练教练和从业者提供实用的方程和规范值。20 名力量训练男性以最大预期速度进行渐进式加载测试,以确定其 1 次重复最大重量(1RM)。在向心阶段测量平均速度(MV)、平均推进速度(MPV)和峰值速度(PV)。MV 和 MPV 均与 %1RM 呈非常密切的关系(R=0.971 和 R=0.963),估计误差较小(SEE=0.08 和 0.09 m·s),在整个速度范围内均保持不变。PV 的结果最差(R=0.958,SEE=0.15 m·s)。1RM 时的 MV 为 0.24±0.03 m·s,不同相对力量的参与者之间一致。最大功率输出的负荷约为 1RM 的 60%。与速度观察到的情况相反,功率结果对估计 %1RM 的预测能力较差。因此,建议使用基于速度的方程来监测运动员的表现并调整硬拉练习的训练负荷。这一发现为费力、耗时且干扰性的 1RM 测试提供了替代方案,并允许根据 VBT 原则使用硬拉练习。

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