The rate of convective heat exchange between a man's skin and the surrounding air may be expressed as He = kc where Hc is the rate of heat transfer per unit area of skin, T8 is the mean skin temperatureTa the temperature of the air, and kc a coefficient depending on the air movement, the posture of the subject and his orientation to the wind. Exchange of heat by evaporation of sweat from the skin follows similar laws provided that the skin is completely wet with sweat, as happens when the rate of sweat production considerably exceeds the rate of evaporation. If the skin is not completely wet the rate of evaporation will be less, so that the fully wet condition corresponds to the maximum rate of evaporation. Under conditions of incomplete wetness, the concept of maximum evaporative capacity remains useful, since the degree of skin wetness may be expressed as the ratio of the observed rate of evaporation to the maximum possible. For completely wet skin, then, He = ke(Es -Ea),where He is the rate of heat transfer by evaporation, E8 is the vapour pressure at the skin surface (approximately saturation at T8),Ea is the water vapour pressure in the ambient air, and ke a coefficient analogous to kc and depending on the same factors.Where the areas available for heat exchange by convection and by evaporation are equal, it is to be expected that kc and ke will bear a constant ratio to one another, since both may be regarded as depending in part on the thickness