Bassett D R, Giese M D, Nagle F J, Ward A, Raab D M, Balke B
Med Sci Sports Exerc. 1985 Aug;17(4):477-81. doi: 10.1249/00005768-198508000-00013.
There is general agreement that the oxygen demand of level running is similar for both the treadmill (TM) and overground situations at speeds under 260 m X min-1. However, controversy exists with regard to inclined running. The prevailing view, represented by the ACSM prediction formulas, is that overground hill running is theoretically more costly than inclined treadmill running. This study was designed to investigate the problem from an empirical standpoint. Seven male subjects performed overground and TM running at two grades (0 and 5.7%) over a range of speeds between 136-286 m X min-1. For the outdoor trials, subjects covered a distance of 950 m at a constant pace, and expired gas was collected over the last 150 m. Matching trials were then performed on the treadmill at the same speed and % grade. Regression lines were calculated for speed vs oxygen consumption (VO2). For TM and overground level running, these were: VO2 (ml.kg-1.min-1)= 0.222 X speed (m.min-1) - 1.33 and VO2 (ml.kg-1.min-1) = 0.202 X speed (m.min-1) + 3.21 respectively. The regression lines from TM and overground inclined running were: VO2 (ml.kg-1.min-1) = 0.237 X speed (m.min-1) + 7.53. and VO2 (ml.kg-1.min-1) = 0.233 X speed (m.min-1) + 7.78 respectively. A 2 X 3 X 2 ANOVA revealed that the differences between mean values for VO2 for level TM running vs level overground running and grade TM running vs grade overground running were not statistically significant (0.10 less than P less than 0.25).(ABSTRACT TRUNCATED AT 250 WORDS)
人们普遍认为,在速度低于260米/分钟的情况下,跑步机(TM)跑步和室外跑步时的平路跑步需氧量相似。然而,关于斜坡跑步存在争议。以美国运动医学学会(ACSM)预测公式为代表的主流观点是,理论上室外爬坡跑比跑步机斜坡跑成本更高。本研究旨在从实证角度调查这一问题。七名男性受试者在136 - 286米/分钟的速度范围内,以两个坡度(0%和5.7%)进行室外和跑步机跑步。室外试验中,受试者以恒定配速跑完950米,并在最后150米收集呼出气体。然后在跑步机上以相同速度和坡度进行匹配试验。计算速度与耗氧量(VO2)的回归线。对于跑步机和平路室外跑步,回归线分别为:VO2(毫升·千克-1·分钟-1)= 0.222×速度(米·分钟-1) - 1.33和VO2(毫升·千克-1·分钟-1) = 0.202×速度(米·分钟-1) + 3.21。跑步机和室外斜坡跑步的回归线分别为:VO2(毫升·千克-1·分钟-1) = 0.237×速度(米·分钟-1) + 7.53和VO2(毫升·千克-1·分钟-1) = 0.233×速度(米·分钟-1) + 7.78。二因素三水平二重复方差分析显示,跑步机平路跑与室外平路跑以及跑步机斜坡跑与室外斜坡跑的VO2均值差异无统计学意义(0.10<P<0.25)。(摘要截选至250字)