Research Article
Modelling of Running Performances: Comparisons of Power-Law, Hyperbolic, Logarithmic, and Exponential Models in Elite Endurance Runners
Table 6
Values of
and ADC
2 according to the range of distances. ∗: P = 0.031 for all the differences between the different ranges.
| | 1500-10000 m | 1500-5000 m | 3000-10000 m | | | ADC2 | | ADC2 | | ADC2 |
| Nurmi | 5.47 | 233 | 5.54 | 211 | 5.37 | 318 | Zatopek | 5.74 | 171 | 5.82 | 146 | 5.64 | 257 | Väätäinen | 5.93 | 176 | 6.00 | 156 | 5.86 | 235 | Virén | 6.02 | 174 | 6.14 | 141 | 5.88 | 283 | Aouita | 6.04 | 248 | 6.18 | 210 | 5.89 | 368 | Gebrselassie | 6.32 | 157 | 6.44 | 123 | 6.19 | 257 |
| Mean | 5.92 | 193 | 6.02 | 165 | 5.81 | 286 | SD | 0.29 | 38 | 0.31 | 37 | 0.28 | 49 |
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