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力竭后 W' 的恢复动力学:有氧适能影响的双指数指数过程。

W' Recovery Kinetics after Exhaustion: A Two-Phase Exponential Process Influenced by Aerobic Fitness.

机构信息

Department of Movement and Sports Sciences, Ghent University, Ghent, BELGIUM.

Department of Subatomic and Radiation Physics, Ghent University, Ghent, BELGIUM.

出版信息

Med Sci Sports Exerc. 2021 Sep 1;53(9):1911-1921. doi: 10.1249/MSS.0000000000002673.

Abstract

PURPOSE

The aims of this study were 1) to model the temporal profile of W' recovery after exhaustion, 2) to estimate the contribution of changing V˙O2 kinetics to this recovery, and 3) to examine associations with aerobic fitness and muscle fiber type (MFT) distribution.

METHODS

Twenty-one men (age = 25 ± 2 yr, V˙O2peak = 54.4 ± 5.3 mL·min-1·kg-1) performed several constant load tests to determine critical power and W' followed by eight trials to quantify W' recovery. Each test consisted of two identical exhaustive work bouts (WB1 and WB2), separated by a variable recovery interval of 30, 60, 120, 180, 240, 300, 600, or 900 s. Gas exchange was measured and muscle biopsies were collected to determine MFT distribution. W' recovery was quantified as observed W' recovery (W'OBS), model-predicted W' recovery (W'BAL), and W' recovery corrected for changing V˙O2 kinetics (W'ADJ). W'OBS and W'ADJ were modeled using mono- and biexponential fitting. Root-mean-square error (RMSE) and Akaike information criterion (∆AICC) were used to evaluate the models' accuracy.

RESULTS

The W'BAL model (τ = 524 ± 41 s) was associated with an RMSE of 18.6% in fitting W'OBS and underestimated W' recovery for all durations below 5 min (P < 0.002). Monoexponential modeling of W'OBS resulted in τ = 104 s with RMSE = 6.4%. Biexponential modeling of W'OBS resulted in τ1 = 11 s and τ2 = 256 s with RMSE = 1.7%. W'ADJ was 11% ± 1.5% lower than W'OBS (P < 0.001). ∆AICC scores favored the biexponential model for W'OBS, but not for W'ADJ. V˙O2peak (P = 0.009) but not MFT distribution (P = 0.303) was associated with W'OBS.

CONCLUSION

We showed that W' recovery from exhaustion follows a two-phase exponential time course that is dependent on aerobic fitness. The appearance of a fast initial recovery phase was attributed to an enhanced aerobic energy provision resulting from changes in V˙O2 kinetics.

摘要

目的

本研究旨在 1)建立运动后 W'恢复的时间进程模型,2)估计 V˙O2动力学变化对 W'恢复的贡献,3)探讨与有氧能力和肌纤维类型(MFT)分布的关联。

方法

21 名男性(年龄=25±2 岁,V˙O2peak=54.4±5.3 mL·min-1·kg-1)进行了多次恒负荷测试以确定最大功率和 W',随后进行了 8 次试验以量化 W'恢复。每次测试均由两个相同的力竭工作阶段(WB1 和 WB2)组成,中间间隔 30、60、120、180、240、300、600 或 900 s。测量气体交换并采集肌肉活检以确定 MFT 分布。W'恢复用观察到的 W'恢复(W'OBS)、模型预测的 W'恢复(W'BAL)和校正 V˙O2动力学变化的 W'恢复(W'ADJ)进行量化。使用单指数和双指数拟合来拟合 W'OBS 和 W'ADJ。均方根误差(RMSE)和赤池信息量准则(∆AICC)用于评估模型的准确性。

结果

W'BAL 模型(τ=524±41 s)拟合 W'OBS 的 RMSE 为 18.6%,在所有低于 5 分钟的时间点均低估了 W'恢复(P<0.002)。W'OBS 的单指数模型得到 τ=104 s,RMSE=6.4%。W'OBS 的双指数模型得到 τ1=11 s 和 τ2=256 s,RMSE=1.7%。W'ADJ 比 W'OBS 低 11%±1.5%(P<0.001)。∆AICC 评分倾向于 W'OBS 的双指数模型,但不倾向于 W'ADJ。V˙O2peak(P=0.009)但不是 MFT 分布(P=0.303)与 W'OBS 相关。

结论

我们表明,力竭后 W'的恢复遵循双相指数时间进程,这取决于有氧能力。快速初始恢复阶段的出现归因于 V˙O2动力学变化导致的有氧能量供应增强。

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