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Oxygen uptake at different intensities and sub-techniques predicts sprint performance in elite male cross-country skiers

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Abstract

Purpose

To investigate the relationship between sprint-prologue performance (using the classical technique) and the oxygen uptake at the lactate threshold (\( {\dot{\text V}{\rm O}} \) 2obla), maximal oxygen uptake (\( {\dot{\text V}{\rm O}} \) 2max), and mean oxygen uptake during double poling (\( {\dot{\text V}{\rm O}} \) 2dp).

Methods

Eight elite male cross-country skiers [age 24.8 ± 4.8 years, (mean ± SD)] completed two treadmill roller-skiing tests using the diagonal-stride technique and a 60 s double-poling test on a ski-ergometer to determine their \( {\dot{\text V}{\rm O}} \) 2obla, \( {\dot{\text V}{\rm O}} \) 2max, and \( {\dot{\text V}{\rm O}} \) 2dp. Performance data were generated from a 1.25 km sprint prologue. Power-function modelling was used to predict the skiers’ race speeds based on the oxygen-uptake variables and body mass.

Results

There were correlations between the race speed and the absolute expression of the \( {\dot{\text V}{\rm O}} \) 2obla (r = 0.79, P = 0.021), \( {\dot{\text V}{\rm O}} \) 2max (r = 0.86, P = 0.0069), and \( {\dot{\text V}{\rm O}} \) 2dp (r = 0.94, P = 0.00062). The following power-function models were established for race-speed prediction: 1.09 · \( {\dot{\text V}{\rm O}} \) 2obla0.21, 1.05 · \( {\dot{\text V}{\rm O}} \) 2max0.21, and 1.19 · \( {\dot{\text V}{\rm O}} \) 2dp0.20; these models explained 60 % (P = 0.024), 73 % (P = 0.0073), and 87 % (P = 0.00073), respectively, of the variance in the race speed. However, body mass did not contribute to any of the models (P = 0.97, 0.88, and 0.21, respectively).

Conclusions

Oxygen uptake at different intensities and sub-techniques is an indicator of elite male sprint-prologue performance. The absolute expression of the investigated oxygen-uptake variables should be used when evaluating elite male sprint-prologue performances; if skiers oxygen uptake differs by 1 %, their performances will likely differ by 0.2 % in favour of the skier with higher oxygen uptake.

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Abbreviations

CI:

95 % confidence interval

FIS:

International Ski Federation

FISsprint:

International Ski Federation’s ski-ranking points for sprint races

SD:

Standard deviation

\( {\dot{\text V}{\rm O}} \) 2dp:

Mean oxygen uptake during 60 s of double poling

\( {\dot{\text V}{\rm O}} \) 2max:

Maximal oxygen uptake

\( {\dot{\text V}{\rm O}} \) 2obla:

Oxygen uptake at which a blood-lactate concentration of 4 mmol l−1 is reached

\( {\dot{\text V}{\rm O}} \) 2peak:

Peak oxygen uptake

\( {\dot{\text V}{\rm O}} \) 2var:

Variables of oxygen uptake

References

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Acknowledgments

The authors thank the athletes for their dedicated participation. We are grateful to Mattias Nilsson, Johan Granath, and Annika Zell for their skilful technical assistance with the data collection. This work was funded by the research department of Health and Welfare at Dalarna University.

Conflict of interest

The authors declare that they have no conflict of interest.

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Authors

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Correspondence to Magnus Carlsson.

Additional information

Communicated by David C. Poole.

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Carlsson, M., Carlsson, T., Knutsson, M. et al. Oxygen uptake at different intensities and sub-techniques predicts sprint performance in elite male cross-country skiers. Eur J Appl Physiol 114, 2587–2595 (2014). https://doi.org/10.1007/s00421-014-2980-0

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  • DOI: https://doi.org/10.1007/s00421-014-2980-0

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