di Prampero P E, Atchou G, Brückner J C, Moia C
Eur J Appl Physiol Occup Physiol. 1986;55(3):259-66. doi: 10.1007/BF02343797.
Maximal O2 consumption (VO2max) and energy cost of running per unit distance (C) were determined on the treadmill in 36 male amateur runners (17 to 52 years) who had taken part in a marathon (42.195 km) or semi-marathon (21 km), their performance times varying from 1.49 to 226 and from 84 to 131 min, respectively. VO2max was significantly (2p less than 0.001) greater in the marathon runners (60.6 vs 52.1 ml . kg-1 . min-1) while C was the same in both groups (0.179 +/- 0.017, S.D., mlO2 . kg-1 . m-1 above resting), and independent of treadmill speed. It can be shown that the maximal theoretical speed in endurance running (vEND) is set by VO2max, its maximal sustainable fraction (F), and C, as described by: vEND = F . VO2max . C-1. Since F was estimated from the individual time of performance, vEND could be calculated. The average speed of performance (vMIG) and vEND (m . s-1) were found to be linearly correlated: vMIG = 1.12 + 0.64 vEND (r2 = 0.72; n = 36). The variability of vMIG explained by vEND, as measured by r2, is greater than that calculated from any one regression between vMIG and VO2max (r2 = 0.51), F . VO2max (r2 = 0.58), or VO2max . C-1 (r2 = 0.63). The mean ratio of observed (vMIG) to theoretical (vEND) speeds amounted to 0.947 +/- 0.076 and increased to 0.978 +/- 0.079 (+/- S.D.; n = 36) when the effects of air resistance were taken into account. It is concluded that vEND = F . VO2max . C-1 is a satisfactory quantitative description of the energetics of endurance running.
在跑步机上测定了36名男性业余跑步者(年龄在17至52岁之间)的最大摄氧量(VO2max)和每单位距离跑步的能量消耗(C),这些跑步者参加过马拉松(42.195公里)或半程马拉松(21公里),他们的成绩时间分别从1.49小时到226分钟以及从84分钟到131分钟不等。马拉松跑步者的VO2max显著更高(2p小于0.001)(60.6对52.1毫升·千克-1·分钟-1),而两组的C相同(0.179±0.017,标准差,毫升氧气·千克-1·米-1高于静息水平),且与跑步机速度无关。可以证明,耐力跑的最大理论速度(vEND)由VO2max、其最大可持续比例(F)和C决定,如公式所示:vEND = F·VO2max·C-1。由于F是根据个人成绩时间估算的,因此可以计算出vEND。发现平均成绩速度(vMIG)和vEND(米·秒-1)呈线性相关:vMIG = 1.12 + 0.64 vEND(r2 = 0.72;n = 36)。用r2衡量,由vEND解释的vMIG的变异性大于从vMIG与VO2max(r2 = 0.51)、F·VO2max(r2 = 0.58)或VO2max·C-1(r2 = 0.63)之间的任何一次回归计算得出的变异性。观察到的(vMIG)与理论(vEND)速度的平均比值为0.947±0.076,当考虑空气阻力的影响时,该比值增加到0.978±0.079(±标准差;n = 36)。得出结论,vEND = F·VO2max·C-1是对耐力跑能量学的一个令人满意的定量描述。