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The Accuracy of Non-Exercise VO2max Prediction Equations in College Students

机译:大学生非运动VO2max预测方程的准确性

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The Accuracy of Non-Exercise VO2max Prediction Equations in College studentsVanesa De Santiago, John D. Smith, Ph.D.Human Performance Laboratory, Texas Au26M University-San AntonioUndergraduateThe non-exercising testing of VO2max is a widely used method since it is inexpensive, practical and requires very little skill. The accuracy of non-exercise prediction equations, however, needs further examination. Purpose: To determine the accuracy of two non-exercise VO2max prediction equations Methods: Forty-one participants (23 males and 18 females, age = 29.3±7 yrs, ht = 67.2±3.9 cm, wt = 85.1±23.5 kg, BMI = 28.9±6.0) successfully completed a maximal graded exercise test (GXT) where VO2max was assessed by using an open-circuit indirect calorimetry (VO2max = 35.4±8.1 ml·kg-1·min-1) as the criterion measure of VO2max using the Bruce protocol (E1). Two non-exercise prediction equations were used: one developed at U of Houston using a population of 18-70 yrs (NE1) and the other developed at BYU using a population ages 18-65 years (NE2). Data collected for both equations included the participant’s age, gender, height, weight, body mass index (BMI) using self-reported height and weight, and current physical activity (PA-R) level. Repeated measures ANOVA was used to determine the differences between non-exercise equations and the criterion, with alpha set at .05. Bland-Altman plots were used to provide an indication of agreement, and percent error was calculated as [(nonexercise–E1) / E1] X 100. Pearson’s coefficients were used to examine the relationship between the measures. Results: Significant differences existed between NE1 and E1 (38.7±8.9 and 35.3±8.0 ml·kg-1·min-1, respectively, p u3c .05) and NE2 and E1 (39.6±8.3 and 35.3±8.0 ml·kg-1·min-1, respectively, p u3c .05). This corresponded to error of 11.7±23.8% and 13.8±18.4% for NE1 and NE2, respectively. There was a significant positive correlation between NE1 and E1 (r(41) = .78, p = .001) as well as NE2 and E1 (r(41) = .63, p = .001). Conclusion: The results of the analysis indicate that caution should be used when applying the two non-exercise VO2max prediction equations for estimating VO2max in college students. While there is only a mean difference of 3.4±0.9 and 4.3±0.3 ml·kg-1·min-1 between the criterion and NE1 and NE2, respectively, the agreement as indicated by the Bland-Altman plots suggest that while the results from the equations may be accurate for some, they may not provide valid information for others.
机译:大学生非运动型VO2max预测方程的准确性圣地亚哥·瓦内萨·德·圣地亚哥(Vanesa De Santiago),德克萨斯州A·u26M大学人类性能实验室,圣安东尼奥大学本科本科价格便宜,实用且需要很少的技能。但是,非运动预测方程的准确性需要进一步研究。目的:确定两个非运动性VO2max预测方程的准确性方法:四十一名参与者(23名男性和18名女性,年龄= 29.3±7岁,ht = 67.2±3.9 cm,体重= 85.1±23.5 kg,BMI = 28.9±6.0)成功完成了最大分级运动测试(GXT),其中最大VO2max的评估是通过使用开路间接量热法(VO2max = 35.4±8.1 ml·kg-1·min-1)作为使用VO2max的标准测量方法。布鲁斯协议(E1)。使用了两个非运动预测方程:一个是在休斯敦大学使用18-70岁(NE1)人口开发的,另一个是在BYU使用18-65岁的人口(NE2)开发的方程。为这两个方程式收集的数据包括参与者的年龄,性别,身高,体重,使用自我报告的身高和体重的体重指数(BMI)和当前的体育锻炼(PA-R)水平。重复测量方差分析用于确定非运动方程与标准之间的差异,α设置为0.05。使用Bland-Altman图来表示一致性,并且误差百分比的计算公式为[(nonexercise–E1)/ E1] X100。使用Pearson系数来检验度量之间的关系。结果:NE1和E1(NE分别为38.7±8.9和35.3±8.0 ml·kg-1·min-1,p u3c .05)与NE2和E1之间存在显着差异(39.6±8.3和35.3±8.0 ml·kg -1·min-1,分别为p u3c .05)。 NE1和NE2的误差分别为11.7±23.8%和13.8±18.4%。 NE1和E1(r(41)= .78,p = .001)以及NE2和E1(r(41)= .63,p = .001)之间存在显着正相关。结论:分析结果表明,在使用两个非运动型VO2max预测方程式估算大学生中的VO2max时应谨慎行事。虽然标准与NE1和NE2之间的平均值分别仅有3.4±0.9和4.3±0.3 ml·kg-1·min-1的平均值,但Bland-Altman图表明的一致性表明,这些方程对于某些方程可能是准确的,但可能无法为其他方程提供有效的信息。

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