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评估自由重量深蹲中相对负荷-速度关系监测的现场两点法

Evaluating the Field 2-Point Method for the Relative Load-Velocity Relationship Monitoring in Free-Weight Back Squats.

作者信息

Chen Zongwei, Zhang Xiuli, García-Ramos Amador

机构信息

School of Physical Education and Sports Science, South China Normal University, Guangzhou, China.

Department of Physical Education and Sport, Faculty of Sport Sciences, University of Granada, Granada, Spain.

出版信息

J Hum Kinet. 2024 Dec 19;97:183-195. doi: 10.5114/jhk/193975. eCollection 2025 Apr.

Abstract

This study investigated the between-session variability and concurrent validity of the relative load-velocity relationship obtained from different methods during the free-weight back squat. In counterbalanced order, 39 resistance-trained male participants performed two sessions with six different loads (i.e., a multiple-point test) and two sessions with two different loads (i.e., a 2-point test) followed by the actual one-repetition maximum (1RM) attempts. The mean velocity (MV) corresponding to various %1RMs (at every 5% interval from 40 to 90%1RM) was determined through individualized linear regression models using three methods: (i) multiple-point: data of ~40, 50, 60, 70, 80, and 90%1RM from the multiple-point test, (ii) non-field 2-point: data of the lightest and heaviest loads from the multiple-point test, and (iii) field 2-point: data of ~40 and 90%1RM from the 2-point test. The main findings revealed that the between-session variability of the MVs derived from the %1RM-MV relationships was low (absolute differences = 0.02‒0.03 m•s) and similar (p = 0.074‒0.866) across the three methods. Additionally, when compared to the multiple-point method, both the non-field and field 2-point methods showed high correlations (pooled r across all %1RMs = 0.95 ± 0.01 and 0.72 ± 0.09, respectively) and small systematic biases (ranging from -0.01 to 0.01 m•s). Therefore, we recommend that strength and conditioning practitioners use the %1RM-MV relationship, modeled by the field 2-point method, as a quicker and fatigue-free procedure for prescribing the relative load during the free-weight back squat. Specifically, a light load near 40%1RM and a heavy load near 90%1RM are suggested for this method.

摘要

本研究调查了在自由重量深蹲过程中,通过不同方法获得的相对负荷-速度关系的组间变异性和同时效度。39名经过阻力训练的男性参与者按平衡顺序进行了两个阶段的测试,一个阶段是使用六种不同负荷进行测试(即多点测试),另一个阶段是使用两种不同负荷进行测试(即两点测试),随后进行实际的一次重复最大重量(1RM)尝试。通过个性化线性回归模型,使用三种方法确定对应于各种%1RM(从40%到90%1RM,每隔5%间隔)的平均速度(MV):(i)多点法:来自多点测试中40%、50%、60%、70%、80%和90%1RM的数据;(ii)非现场两点法:来自多点测试中最轻和最重负荷的数据;(iii)现场两点法:来自两点测试中40%和90%1RM的数据。主要研究结果表明,从%1RM-MV关系得出的MV的组间变异性较低(绝对差异=0.02-0.03m•s),并且在三种方法之间相似(p=0.074-0.866)。此外,与多点法相比,非现场和现场两点法均显示出高度相关性(所有%1RM的合并r分别为0.95±0.01和0.72±0.09)以及较小的系统偏差(范围为-0.01至0.01m•s)。因此,我们建议力量和体能训练从业者使用现场两点法建模的%1RM-MV关系,作为在自由重量深蹲过程中规定相对负荷的更快且无疲劳的程序。具体而言,对于该方法,建议使用接近40%1RM的轻负荷和接近90%1RM的重负荷。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/96df/12127943/de26bc0ab202/JHK-97-193975-g001.jpg

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