Slide 7
Slide 7 text
Riegel's Formula
If distance took , then distance should take .
Slowing with distance characterised by (normally ).
d1
t1
d2
t2
t
2
= t
1
× ( )
α
d
2
d
1
α α = 1.06
[1] Peter Riegel, "Time Predicting", Runner's World Magazine, 1977.
[2] Peter Riegel, "Athletic Records and Human Endurance", American Scientist. 1981.
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