A separate investigation of swimming endurance has led to a family of expressions relating maximal human locomotor activity to time and/or distance having such wide application to medicine, physiology, and sports as to merit independent publication. Specifically, variations of a single racing equation with one variable parameter suffice to predict record times, speeds, energy, power, and endurance accurately for cycling, running, and swimming, provided only that performance be categorized as steady-state, aerobic effort. [S0148-0731(00)01405-9]
Issue Section:
Technical Brief
1.
Van Dorn
, W. G.
, 2000
, “Thermodynamic Model for Cold Water Survival
,” ASME J. Biomech. Eng.
, 122
, this issue, pp. 541
–544
.2.
di Prampero
, P. E.
, 1986
, “The Energy Cost of Locomotion on Land and in Water
,” Int. J. Sports Med.
, 7
, pp. 55
–72
.3.
Hill, A. V., 1927, Muscular Movement in Man, McGraw-Hill, New York.
4.
Ryder
, H. W.
, Carr
, H. J.
, and Herget
, J.
, 1976
, “Future Performance in Footracing
,” Sci. Am.
, 234
, No. 6
, pp. 109
–119
.5.
Maynard Smith, J., 1971, Mathematical Ideas in Biology, Cambridge University Press.
6.
Nadel
, E. R.
, and Bussolari
, S. R.
, 1978
, “The Daedalus Project: Physiological Problems and Solutions
,” Am. Sci.
, 76
, pp. 350
–360
.7.
La Jolla Rough Water Swim, Inc, 1988, United States Masters Swimming Sanction #1806-MS-88, private communication.
8.
Morton
, R. H.
, 1990
, “Modeling Hyman Power and Endurance
,” J. Math. Biol.
, 28
, pp. 49
–64
.9.
Mastropolo, J., 1990, private communication, Tri-Sphere Institute for Sports Medicine, Huntington Beach, CA.
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