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2007, Piran, Slovenia

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Clothing<br />

REDUCTION OF HEAT STRESS IN AN IMPERMEABLE<br />

CHEMICAL-BIOLOGICAL PROTECTIVE SUIT BY WETTING<br />

THE OUTSIDE SURFACE<br />

1 Weyl C.L., 1 Farnworth B., 2 Lusina S.-J.C., 2 Cirillo M., 2 Wong C., 2 White M.D.<br />

1 W.L. Gore & Associates, Inc.<br />

2 Laboratory for Exercise and Environmental Physiology,<br />

School of Kinesiology, Simon Fraser University, Burnaby, BC, Canada<br />

Contact person: matt@sfu.ca<br />

INTRODUCTION<br />

This two-part study was conducted to assess the effects of wetting the surface of an<br />

impermeable chemical-biological protective suit on rates of mean body temperature<br />

(MBT) increase during exercise. In part one of the study, estimates of heat loss with a<br />

numerical model were established with a hot plate and manikin. In part 2 of the study,<br />

human exercise trials were conducted to assess the numerical model’s prediction. It<br />

was hypothesized that for exercising humans wearing an impermeable chemicalbiological<br />

protective suit, that there would be reductions in the rate of MBT with<br />

wetting the suit surface and that these lower rates of MBT increase could be predicted<br />

by a numerical model.<br />

METHODS<br />

Study 1: A numerical model was constructed which takes into account heat transport<br />

from skin to inner surface, inner surface to outer, and outer surface to environment.<br />

The skin and inner suit surfaces are assumed to be totally wetted and the skin<br />

temperature fixed. The outer surface can be either wet or dry. The key equations are<br />

for the heat balance at the inner and outer surfaces:<br />

hc12{TSK-TINNER} + Hv hm12 {CS(TSK)-CS(TINNER)} – hc23{TINNER-TOUTER} = 0<br />

hc23{TINNER-TOUTER} – hc34{TOUTER-TAMBIENT} - Hv hm34 {CS(TOUTER)-CS(TAMBIENT)}<br />

= 0<br />

where hc and hm refer to heat and mass transfer coefficients from one surface to the<br />

next (1=skin, 2=inner, 3=outer, 4=ambient), Hv is the latent heat of vaporization of<br />

water, and CS(T) is the saturation vapour concentration of water at temperature (T).<br />

These are transcendental equations for unknowns TINNER and TOUTER which were<br />

solved numerically. With the temperatures known, the heat loss from the skin can be<br />

calculated as follows:<br />

QSK = hc12{TSK-TINNER} + Hv hm12 {CS(TSK)-CS(TINNER)}<br />

Study 2: To assess the numerical predictions of heat loss from the model and manikin<br />

study, 8 participants (average (SD) age: 21.5 (1.0) yrs, weight: 77.7 (4.4) kg, height:<br />

1.18 (0.23) m) walked at 25% of maximal heart rate (HRmax) on a treadmill in a<br />

climatic chamber at 30°C and 30% RH. Exercise was terminated if: the 2 h trial was<br />

completed, age-predicted maximum HR or a rectal temperature (Tre) of 39.0°C were<br />

achieved, or if participant felt too hot or fatigued and voluntarily chose to stop the<br />

trial. Skin temperature was measured on the upper arm, chest, and thigh. Each<br />

participant completed 3 trials. One trial was while wearing a dry- and another trial<br />

was while wearing a wetted- impermeable chemical-biological protective suit and 2<br />

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