An improved Peronnet-Thibault mathematical model of human running performance
(Ein verbessertes mathematisches Modell der menschlichen Laufleistung nach Peronnet-Thibault)
Using an improved Peronnet-Thibault model to analyse the maximal power available during exercise, it was found that a 3rd-order relaxation process for the decreasing dynamics of aerobic power can describe accurately the data available for world track records and aerobic-to-total energy ratio (ATER). It was estimated that the time-scales for the decreasing dynamics are around 25 s for anaerobic power output and that they range from 2.12 h to 7.8 days for aerobic power output. In agreement with experimental evidence, the ATER showed a rapid increase during the first 300 s of exercise duration, to achieve an asymptote close to 100% after 1,000 s. In addition, the transition time when the ATER rose above 50% was found to be at a race duration of about 100 s, which would correspond to race distances of about 800 m. The results suggest that the aerobic power output achieves its maximal value at 300-400 s, and reaches a plateau at 26-28 W·kg-1 that lasts about 5,000 s. After this period, the aerobic power output decreases slowly due to the contribution of long time-scale metabolic processes having smaller energy contributions (about 30% to 40% of the total aerobic power output).
© Copyright 2002 European Journal of Applied Physiology. Springer. Alle Rechte vorbehalten.
| Schlagworte: | |
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| Notationen: | Ausdauersportarten Naturwissenschaften und Technik |
| Veröffentlicht in: | European Journal of Applied Physiology |
| Sprache: | Englisch |
| Veröffentlicht: |
2002
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| Online-Zugang: | https://link.springer.com/article/10.1007/s00421-001-0555-3 |
| Jahrgang: | 86 |
| Seiten: | 517-525 |
| Dokumentenarten: | Artikel |
| Level: | hoch |