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首页> 外文期刊>Revista Brasileira de Medicina do Esporte >Valida??o da equa??o de Brzycki para a estimativa de 1-RM no exercício supino em banco horizontal
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Valida??o da equa??o de Brzycki para a estimativa de 1-RM no exercício supino em banco horizontal

机译:在卧推练习中验证1-RM估计值的Brzycki方程

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摘要

The aim of the present study was to analyze the validation of the equation proposed by Brzycki for the prediction of a maximum repetition (1-RM) in the bench press. Fifty sedentary or moderately active male subjects (22.2 ± 3.5 years; 64.7 ± 8.6 kg), were initially submitted to six test sessions of 1-RM in the bench press, with 48 hours of interval between each session, in order to determine the maximum workload. A protocol of force resistance was then performed for the determination of 7-10-RM. The used criteria for the validation included: t-Student test for dependent samples, for comparison among the mean values obtained by the predictive equation and by the 1-RM test; Pearson correlation coefficient for analysis of the association degree among the measurements; standard error of estimate (SEE) for evaluation of the mean deviation degree of the individual data along the produced line; total error (TE) for the verification of the mean deviation of the individual values of the identity line; constant error (CE) for analysis of the difference among the mean values obtained in the 1-RM test and predicted by the proposed equation. None statistically significant difference was verified among the values produced by the 1-RM test and the Brzycki equation (P > 0.05). Both the SEE and the TE were relatively low (2.42 kg or 3.4% and 1.55 kg or 2.2%, respectively), as well as the CE found (0.22 kg or 0.3%). Moreover, the correlation coefficient value found was extremely high (r = 0.99; P < 0.05), thus showing a strong association between the values found by the 1-RM test and the Brzycki equation. Therefore, the equation analyzed by this study satisfied the validation criteria established by the literature. The results suggest that the Brzycki equation seems to be a fairly attractive alternative for the estimation of 1-RM values in the bench press from the performance of submaximal tests of 7-10-RM, in sedentary or moderately active male adults.
机译:本研究的目的是分析Brzycki提出的用于预测卧推中最大重复次数(1-RM)的方程的有效性。最初对50名久坐或中度活跃的男性受试者(22.2±3.5岁; 64.7±8.6千克)进行卧推试验中的六次1-RM测试,每次间隔48小时,以确定最大次数。工作量。然后执行抗力规程以确定7-10-RM。验证所使用的标准包括:对相关样本进行t型学生检验,用于比较预测方程式和1-RM检验的平均值;皮尔逊相关系数,用于分析测量之间的关联度;估计标准误差(SEE),用于评估沿生产线的单个数据的平均偏差程度;用于验证标识线各个值的平均偏差的总误差(TE);常数误差(CE),用于分析在1-RM测试中获得的平均值和由建议的方程式预测的平均值之间的差异。在1-RM测试和Brzycki方程产生的值之间,没有任何统计学上的显着性差异被证实(P> 0.05)。 SEE和TE都相对较低(分别为2.42 kg或3.4%和1.55 kg或2.2%),以及发现的CE(0.22 kg或0.3%)。此外,发现的相关系数值极高(r = 0.99; P <0.05),因此显示了通过1-RM测试发现的值与Brzycki方程之间的强关联。因此,本研究分析的方程满足文献确定的验证标准。结果表明,在久坐或中度活动的男性成年人中,通过进行7-10-RM的次最大测试,对于卧推中的1-RM值估计,Brzycki方程似乎是一个相当有吸引力的选择。

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