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2007, Piran, Slovenia

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Sweating<br />

THE SWEAT SECRETION AND SODIUM LOSS QUADRANT: A<br />

CONCEPT FOR PREDICTING HYDRATION REQUIREMENTS.<br />

Nigel A.S. Taylor, Anne M.J. van den Heuvel, Lara S van den Wijngaart<br />

Human Performance Laboratories, University of Wollongong, Wollongong, Australia<br />

Contact person: nigel_taylor@uow.edu.au<br />

INTRODUCTION<br />

It is well known that, for some physically-demanding occupations and some long-duration<br />

athletic pursuits, individuals must consider not just fluid replacement, but also electrolyte<br />

replacement. Of the solutes contained within sweat, sodium and chloride are dominant<br />

(Patterson et al., 2000). However, whilst one can easily determine water replacement on the<br />

basis of mass changes, it can be difficult to determine, in the absence of sophisticated analysis<br />

equipment, how much sodium an individual should replace. It occurred to us that one may be<br />

able to predict this simply on the basis of the steady-state exercise intensity (heart rate), and<br />

herein we report how one may achieve such a prediction.<br />

Our predictive model uses a novel application, and the interaction, of four well-established<br />

physiological relationships. First, it has long been known that oxygen uptake increases<br />

linearly with increments in work rate and heart rate (Astrand and Ryhming, 1954). Second,<br />

since exercise results in the predictable liberation of thermal energy, then body core<br />

temperature is intrinsically linked with oxygen uptake (Saltin and Hermansen, 1966). Third,<br />

sweat rate increases curvilinearly with core temperature elevation (Wyndham, 1967). Finally,<br />

sweat sodium loss displays a positive linear relationship with sweat rate (Cage and Dobson,<br />

1965). From this knowledge, it becomes possible, once one has determined the typical<br />

operating heart rate, to predict the oxygen uptake, core temperature, and eventually the sweat<br />

rate and sodium loss associated with various exercise and thermal steady states.<br />

Of course, such a prediction, like all mathematical models, is inherently imprecise. However,<br />

its predictive precision can be increased if one applies the physiological characteristics of the<br />

population sample that is most closely related to the individuals in question. For example, to<br />

more effectively define these physiological characteristics, one must consider the gender, age,<br />

endurance fitness and heat adaptation status of the individual, and also the environmental<br />

conditions in which the individual is working. Even with these characteristics defined, the<br />

prediction of sweat rate and sodium loss will remain somewhat imprecise. Nevertheless, one<br />

hopes that such a prediction may have some utility, particularly when applied to homogenous<br />

groups of individuals. If we are proven to be incorrect on all counts, then at least we had fun<br />

doing the experiments.<br />

METHODS<br />

Six fully-hydrated and unacclimatised, young women participated in two cycling trials,<br />

conducted at the same time of day, in a heated climate-controlled chamber (36 o C, 50%<br />

relative humidity). Within each trial, subjects were exposed to a series of three step increases<br />

in work rate, designed to elicit steady-state heart rates between 120-170 beats.min -1 . The first<br />

work rate was set to obtain a heart rate of 120 beats.min -1 (30 min), while the order of next<br />

two work rates was randomised within each trial (25 min): trial 1: 120, 140, 170 beats.min -1 ;<br />

trial 2: 120, 150, 160 beats.min -1 . Subjects rested for 5 min between successive steps.<br />

Trials were scheduled during the follicular phase of the menstrual cycle. Subjects were asked<br />

to refrain from strenuous exercise and the consumption of alcohol and tobacco during the 12 h<br />

before to each trial. Prior to testing, subjects were instructed to drink 15 mL.kg -1 of additional<br />

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