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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 />

496<br />

A THEORETICAL CONSIDERATION OF SKIN WETTEDNESS<br />

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

Hokkaido University, Sapporo, Japan<br />

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

INTRODUCTION<br />

The concept of skin wettedness (Gagge et al., 1977) is often used when calculating<br />

evaporative heat loss or evaluating a hot environment. However, in past investigations in this<br />

field, inappropriate handling or theoretical confusion of the term “wettedness” is observed as<br />

a result of discussions that failed to correctly understand the relationship between the<br />

fundamental difference in physical fields based on the difference in scale and macroscopic<br />

laws. In this paper, the so-called skin wettedness is discussed from a different viewpoint to<br />

clarify its true nature, by considering the heat and mass transfer phenomena on the human<br />

body surface from a microscopic viewpoint.<br />

METHODS<br />

Skin wettedness might be interpreted as the ratio wA of the wet area Aw to the total surface<br />

area A of a human body. This skin wettedness can not be measured directly from the human<br />

body surface but can be calculated by the ratio wH of actual evaporative heat loss Esk to<br />

maximum evaporative heat loss Emax However, there is an essential difference between wA and<br />

wH from a physical viewpoint. The value of wH is a macroscopic quantity that requires no<br />

information, such as which parts of the human body surface are wet or in what condition. On<br />

the other hand, wA is a concept that can only be established from the viewpoint of<br />

distinguishing the wet and dry parts of the human skin surface. No actual human body is , for<br />

example, soaking wet in the upper half and completely dry in the lower half, but the body<br />

usually appears to be uniformly wet uniformly, and it is therefore difficult to distinguish these<br />

two conditions by the naked eye. Therefore, it is necessary to reduce the scale of<br />

measurement to discuss wA from a microscopic viewpoint. While it is necessary from the<br />

above viewpoint to clarify the relationship between the laws in a macroscopic field and the<br />

heat and mass transfer mechanisms in the temperature and concentration fields of a<br />

microscopic scale, where the wet and dry parts of the human body can be distinguished,<br />

strictly theoretical handling is too difficult because of the extremely complex properties of the<br />

actual human body surface. However, it is thought that a model of mass transfer from a<br />

discontinuous source (Suzuki et al.., 1968) described below will be useful for understanding<br />

the actual phenomena. Perspiration from the human body surface is thought to be a problem<br />

of mass transfer from a surface consisting of a mixture of areas with mass transfer (wet area)<br />

and those without mass transfer (dry area). A model that takes into account the above<br />

problems ( see Fig.1 ) was used here to represent the condition of the human body from the<br />

microscopic viewpoint. In this model, the semidry body surface is regarded as an assembly of<br />

unit cells, each of which contains the skin and outside air layer. The circular area at the center<br />

of the skin surface represents the wet surface, while the ring-like area surrounding it<br />

corresponds to the dry area. This model can simulate the process by which sweat is released<br />

from sweat glands and spreads over the surrounding area. Calculation of skin layer is handled<br />

as only a heat transfer problem and that of the air layer as only a mass transfer problem based<br />

on the assumptions that thermal conductivity on the skin layer is uniform and that molecular<br />

diffusion occurs in the stationary film (thickness: δ) in the air layer.

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