2010
DOI: 10.1007/s00484-010-0385-2
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Human body area factors for radiation exchange analysis: standing and walking postures

Abstract: Effective radiation area factors (f (eff)) and projected area factors (f (p)) of unclothed Caucasians' standing and walking postures used in estimating human radiation exchange with the surrounding environment were determined from a sample of adults in Canada. Several three-dimensional (3D) computer body models were created for standing and walking postures. Only small differences in f (eff) and f (p) values for standing posture were found between gender (male or female) and body type (normal- or over-weight).… Show more

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Cited by 27 publications
(9 citation statements)
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References 23 publications
(37 reference statements)
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“…In the MRT calculation, the solar radiation absorptance of the clothed human body was set at 0.66 for the summer season, according to Watanabe et al (2013). In addition, the human projection area factor due to direct solar radiation was applied to the equation for walking (Park and Tuller, 2011). The effective radiation area factor was set to be 0.91 for a clothed and standing human body (Horikoshi et al, 1990).…”
Section: Observation Daysmentioning
confidence: 99%
“…In the MRT calculation, the solar radiation absorptance of the clothed human body was set at 0.66 for the summer season, according to Watanabe et al (2013). In addition, the human projection area factor due to direct solar radiation was applied to the equation for walking (Park and Tuller, 2011). The effective radiation area factor was set to be 0.91 for a clothed and standing human body (Horikoshi et al, 1990).…”
Section: Observation Daysmentioning
confidence: 99%
“…Another method for determining Tmrt using observed irradiances is the six-directional instrument (Tmrt,r,6-Dir (K)) that posits the subject concerned as a rectangular solid [1,15]. This Tmrt,r,6-Dir (K) is also defined as the plane radiant temperature [8,9], however using pyranometers and pyrgeometers facing [12] and Park and Tuller [11] for the reference subject and additionally for a cylinder and a globe.…”
Section: Six-direction Instrumentmentioning
confidence: 99%
“…f p = A p /A eff relates the projected area of a person A p to its effective radiant area A eff , i.e., the total surface of the person minus that area parts that overlap, e.g., arms and trunk. Thus, f p is a function of the body posture and the elevation angle [6,10,11] and is precisely determined by the shadow area of the irradiated person on a plane normal to the direction of the incident beam. As the sum of the angle factors is unity, the fourth power of T mrt will be seen to be equal to the mean value of the surrounding surface temperatures to the fourth power, weighted with the respective angle factors [6].…”
Section: Introductionmentioning
confidence: 99%
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“…Vernez et al (2011) used a numeric model of 3D human to simulate an individual's solar ultraviolet exposure and then calculated the anatomical exposure patterns of the skin (Vernez et al 2012). Some researchers used human models to study the relation of body postures, solar elevation, and azimuth angles (Kubaha et al 2004;Park and Tuller 2011). Seckmeyer et al (2013) used a mathematical method to calculate vitD-weighted exposure via integration of the incident solar spectral irradiance over all relevant parts of the human body.…”
Section: Introductionmentioning
confidence: 99%