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递增斜坡协议中步长时间对峰值功率和最大摄氧量的影响。

Effects of step duration in incremental ramp protocols on peak power and maximal oxygen consumption.

机构信息

Département de Neuroscience Fondamentales, Centre Médical Universitaire, Université de Genève, 1 Rue Michel Servet, 1211, Genève 4, Switzerland,

出版信息

Eur J Appl Physiol. 2013 Oct;113(10):2647-53. doi: 10.1007/s00421-013-2705-9. Epub 2013 Aug 15.

Abstract

PURPOSE

Morton (J Sport Sci 29:307-309, 2011) proposed a model of the peak power attained in ramp protocol ([Formula: see text]) that included critical power (CP) and anaerobic capacity as constants, and mean ramp slope (S) as variable. Our hypothesis is that [Formula: see text] depends only on S, so that Morton's model should be applicable in all types of ramps. The aim of this study was to test this hypothesis by validating Morton's model using stepwise ramp tests with invariant step increment and increasing step duration.

METHODS

Sixteen men performed six ramp tests with 25 W increments. Step duration was: 15, 30, 60, 90, 120 and 180 s. Maximal oxygen consumption ([Formula: see text]) and [Formula: see text] were identified as the highest values reached during each test. An Åstrand-type test was also performed. We measured oxygen consumption and ventilatory variables, together with lactate and heart rate.

RESULTS

[Formula: see text] was the same in all tests; [Formula: see text] was significantly lower the longer the step duration, and all values differed from the maximal power of the Åstrand-type test ([Formula: see text]). Morton's model yielded an excellent fitting, with mean CP equal to 198.08 ± 37.46 W and anaerobic capacity equal to 16.82 ± 5.69 kJ.

CONCLUSIONS

Morton's model is a good descriptor of the mechanics of ramp tests. Further developments of Morton's model demonstrated that, whereas [Formula: see text] is a protocol-dependent variable, the difference between [Formula: see text] and CP is a constant, so that their values do not depend on the protocol applied.

摘要

目的

莫顿(J 体育科学 29:307-309, 2011)提出了一个在斜坡协议中达到的峰值功率模型([公式:见文本]),其中包括临界功率(CP)和无氧能力为常数,平均斜坡斜率(S)为变量。我们的假设是[公式:见文本]仅取决于 S,因此莫顿的模型应该适用于所有类型的斜坡。本研究的目的是通过使用具有不变步长增量和增加步长时间的逐步斜坡测试来验证莫顿的模型,从而验证这一假设。

方法

16 名男性进行了 6 次斜坡测试,每次增加 25 W。步长持续时间分别为 15、30、60、90、120 和 180 s。最大摄氧量([公式:见文本])和[公式:见文本]被确定为每次测试中达到的最高值。还进行了一种阿斯特兰德型测试。我们测量了氧耗和通气变量,以及乳酸和心率。

结果

[公式:见文本]在所有测试中相同;[公式:见文本]随着步长持续时间的增加而显著降低,所有值均与阿斯特兰德型测试的最大功率([公式:见文本])不同。莫顿的模型拟合得很好,平均 CP 等于 198.08±37.46 W,无氧能力等于 16.82±5.69 kJ。

结论

莫顿的模型是斜坡测试力学的一个很好的描述符。莫顿模型的进一步发展表明,虽然[公式:见文本]是一个协议依赖的变量,但[公式:见文本]和 CP 之间的差异是一个常数,因此它们的值不依赖于所应用的协议。

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