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2007, Piran, Slovenia

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Environmental Ergonomics XII<br />

Igor B. Mekjavic, Stelios N. Kounalakis & Nigel A.S. Taylor (Eds.), © BIOMED, Ljubljana <strong>2007</strong><br />

280<br />

EXPERIMENTS AND ANALYSIS OF SWEATING CONTROL IN<br />

HUMAN THERMOREGULATION SYSTEM<br />

Shintaro Yokoyama, Takafumi Maeda and Masashi Kuramae,<br />

Hokkaido University, Sapporo, Japan<br />

Contact person: yokoyama@eng.hokudai.ac.jp<br />

INTRODUCTION<br />

We examined our mathematical model of human sweating, which is an important<br />

thermoregulatory mechanism. We performed physiological experiments to quantify the<br />

characteristic differences among younger males, younger females and elderly persons. By<br />

using measured results of sweating rate, we evaluated the validity the present mathematical<br />

model for the control of sweating. The results showed there were no great sweating<br />

differences among the three groups. Secondly, it was observed there were not wide seasonal<br />

differences in sweating between the summer and winter for each of three groups. Therefore, it<br />

was concluded that the present mathematical model of sweating rate was suitable for use not<br />

only with younger males, but also with younger females and the elderly.<br />

METHODS<br />

Mathematical Model of Sweating: The present mathematical models of sweating control<br />

expressing local characteristic of each segment are as follows. Local perspiration rate (Ei;<br />

W/m 2 ) could be predicted using Equations 1 and 2.<br />

Ei = i<br />

(Thy Thy0)+ (Tsm Tsm0) exp{(Tsi Tsm0)/ } dTsm/dt - 0 0 Eqn. 1<br />

Ei = i (Thy Thy0)+ (Tsm Tsm0) dTsm/dt 0 exp{(Tsi Tsm0) / }<br />

dTsm/dt - 0 0 Eqn. 2<br />

where: t: time [min], Thy : hypothalamic temperature [ ], Tsm: mean skin temperature [ ], Tsi :<br />

local skin temperature in i-th compartment [ ], Thy0 : set point of hypothalamic temperature [ ],<br />

Tsm0 : set point of mean skin temperature [ ], εi : coefficient of local perspiration rate at i-th<br />

compartment [-], γ: numerical value with perspiration control effect (W/m 2 )/( /min) , r0 :<br />

numerical value with perspiration control effect [ /min .<br />

The present mathematical models were based on the experimental results of male subjects.<br />

Experimental Procedures: We performed subjective experiments to quantify the characteristic<br />

differences of sweating control among younger males, younger females and elderly persons.<br />

By using measured results of sweat rate, we also evaluated the validity the present<br />

mathematical model for the control of sweating to all three groups. The number of younger<br />

male, female and elderly subjects were nine, six and eleven, respectively, and their physical<br />

characteristics are shown in Table 1.<br />

Table 1. Physical characteristics of the three groups.<br />

Height Weight<br />

Age [age] [cm] [kg]<br />

Male 24.1±2.73 174.4±3.65 63.4±4.72<br />

Female 21.5±1.38 161.8±6.59 52.7±3.93<br />

Elderly 72.3±2.73 149.3±3.77 51.6±7.77<br />

The experiments were performed at a climatic chamber of the Laboratory of Environmental<br />

Ergonomics, Hokkaido University in the summer of 2006. All subjects wore the same type of<br />

T-shirt and short pants. The feet and the crura were immersed in hot water of 42 . The<br />

sublingual temperature and skin temperatures of seven points were measured with thermistor.

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