This papar is composed of the following three parts. The first part is to investigate the method of the calculation to estimate the amount of radiant heat exchange between the human body and overall outdoor environment including buildings, ground and sky.
The second part is to examine the difference of the amount of mean irradiance, radiant heat exchange and effective radiant field on the human body between the following two cases. One is the case where a subject is in the shadow of buildings without direct solar radiation (CASE S), and the other is the case where he is exposed to direct solar radiation (CASE D) . The following results are obtained. While the intensity of the solar radiation is strong, the radiant heat exchange in CASE D is higher than that in CASE S. But while it is weak, the radiant heat exchange in CASE S is rather higher than that in CASE D. It was measured that the amount of the radiant heat exchange has an effect on the mean skin temperatures of the human body.
The third part is to perform a simulation analysis of effective radiant field (ERF) and operative temperature (OT) of the human body in the outdoor environment. In this computation, the human body is assumed to bo standing at the center of the street which is parallel to the latitude. The equation which is proposed to calculate the outdoor air temperature in the winter season in Tokyo is used. The intensity of direct solar radiation, sky radiation and atmospheric radiation are calculated using Bouguer's eq., Berlage's eq. and Brunt's eq., respectively. Surfaces of the street and the walls of buildings are assumed to be concrete slabs, each thickness is 10 cm. By dividing the radiative and convective heat exchange by the heat capacity of the slabs, changes of the surface temperatures are calculated successively. Mutual reflection of radiation is calculated using the Net Radiation Method. Cofiguration factors and convective heat transfer coefficients for the rectangular solid 120cm × 40cm × 20cm as a model of the human body are adopted. The following results are obtained. If the walls of the buildings are high compared with the width of the street, the changes of ERF are not so much, while in the opposite case ERF is very changeable, low by night and high by day. In the case which the street is 10m wide and walls are lOm high, both ERF and OT are higher when *ρ
s is 0.4 than when ρ
s is 0.2. Maximam difference of ERF is 20W/m
2 and that of OT is 0.9°C.
* ps : reflectivity of solar radiation of each surface
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