方程选择对高水平男女运动员静息代谢率比值的影响

IF 6.8 4区 医学 Q1 NUTRITION & DIETETICS Journal of the American Nutrition Association Pub Date : 2024-07-01 Epub Date: 2024-01-09 DOI:10.1080/27697061.2023.2301405
Juan M A Alcantara, Matheus Hausen, Alex Itaborahy, Raul Freire
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引用次数: 0

摘要

目的研究在高水平运动员(n = 241 [99 名女性];52%参加过世界锦标赛和奥运会)中,所选 RMR 比值临界点对低能量可用性预测方程的流行/不流行分类的影响,以及这种分类是否受性别和所用预测方程的影响:我们使用间接热量计评估 RMR,使用 Harris-Benedict、FAO/WHO/UNU、de Lorenzo、ten Haaf 和 Wejis、Wong、Jagim、Cunningham 和 Freire 提出的公式预测 RMR,并计算每个公式的 RMR 比率:我们观察到,与其他方程相比,使用 Jagim、ten Haaf 和 Wejis 以及 Cunningham 方程的 RMR 比值累积百分比增加得更快。在 0.90 值(文献中最常用的临界点)时,杰吉姆方程将≥ 50%的运动员归类为 "低能量可用性"。没有观察到性别×方程×运动的交互效应(F = 0.10,p = 1.0)。性别(F = 11.7,p < 0.001,ES = 0.05)、运动(F = 16.4,p < 0.001,ES = 0.01)和等式(F = 64.1,p < 0.001,ES = 0.19)有明显的主效应。黄氏方程和粮农组织/世卫组织/联合国大学方程在男性和女性中产生的误差(评估的 RMR 与预测的 RMR 之比)分别最大:结论:所选的 RMR 比值临界点会影响高水平运动员低能量可用性特征的普遍性/不普遍性,并表明某些方程可能会对其评估产生偏差。
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Impact of Equation Choice on Resting Metabolic Rate Ratio in High-Level Men and Women Athletes.

Objective: To examine the impact of the RMR ratio cutoff point selected on the categorization of prevalence/absence of low energy availability among predictive equations in high-level athletes (n = 241 [99 women]; 52% competed at the World Championship and Olympic Games), and whether this categorization is influenced by sex and the predictive equation used.

Methods: We assessed RMR using indirect calorimetry, predicted the RMR using the equations proposed by Harris-Benedict, FAO/WHO/UNU, de Lorenzo, ten Haaf and Wejis, Wong, Jagim, Cunningham, and Freire, and computed the RMR ratio for each equation.

Results: We observed that the cumulative percentage of RMR ratio values increased at a faster rate using Jagim, ten Haaf and Wejis, and Cunningham equations compared to the other equations. At the 0.90 value (the most used cutoff point in literature), the Jagim equation categorized ≥ 50% of the athletes into "low energy availability". No Sex × Equation × Sport interaction effect was observed (F = 0.10, p = 1.0). There was a significant main effect to Sex (F = 11.7, p < 0.001, ES = 0.05), Sport (F = 16.4, p < 0.001, ES = 0.01), and Equation (F = 64.1, p < 0.001, ES = 0.19). Wong and FAO/WHO/UNU equations yielded the largest errors (assessed vs. predicted RMR) in men and women, respectively.

Conclusion: The selected RMR ratio cutoff point influences the prevalence/absence of low energy availability characterization in high-level athletes and suggests that certain equations could bias its assessment.

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