地理学报 ›› 1999, Vol. 54 ›› Issue (1): 83-89.doi: 10.11821/xb199901010

• 论文 • 上一篇    

对等辐照方位与建筑朝向的选择

《地理学报》   

  1. 1. 江苏教育学院地理系,南京210013;
    2. 南京大学大气科学系,南京210008
  • 收稿日期:1997-10-11 修回日期:1998-08-26 出版日期:1999-01-15 发布日期:1999-01-15

EQUIVALENT SOLAR RADIATION AZIMUTH AND THE SELECTION OF THE DIRECTIONOF BUILDING EXPOSURE

Sun Hanqun, Fu Baopu   

  1. 1. Department Geographic Education, Jiangsu Institute of Education, Nanjing 210013;
    2. Department of Atmospheric Science, Nanjing University, Naning 210008
  • Received:1997-10-11 Revised:1998-08-26 Online:1999-01-15 Published:1999-01-15

摘要: 本文计算并分析了墙面可照时间和天文辐射日总量及其随坡向的分布,从中发现,存在东西对称的方位,在该方位上墙面的可照时间或天文辐射日总量在冬夏半年各自对应的太阳赤纬时都相等,称之为对等日照方位和对等辐射方位,统称为对等辐照方位。并且,在对等辐照方位以南的各方位上冬半年的可照时间(天文辐射日总量)大于夏半年对应太阳赤纬时的值,而对等辐照方位以北各方位的情况相反。因而对等辐照方位可作为适宜建筑朝向选择的临界朝向。

关键词: 墙面, 对等辐照方位, 建筑朝向

Abstract: The sunrise and sunset hour angles on a slope are determined by considering the sun’s horizontal hour angles and the non horizontal hour angles of the slope. Such coordinated relationship varies with latitude φ, slope angle α, slope azimuth β, and solar declination δ . When latitude φ and slope azimuth β meet the condition of |sin β |cos φ >sin23 45°, the coordination of sunrise and sunset hour angles has only one form for any solar declination δ . But when |sin β |cosφ≤sin 23 45°, the coordination will vary with slope azimuth β . For any given solar declination δ and latitude φ, there are two slope azimuths β1 and β2 (where | β1 |=arcsin(sin δ /cos φ ), | β2 |=π-| β1 |). Between β1 and β2 and beyond β1 and β2, the coordination relationships are different. This detailed study provides a way to determine the concrete form of coordination for any slope azimuth. Based on the coordination of sunrise and sunset hour angles on a slope, we deduce a series of formulas that are used to calculate the daily duration of sunshine and the daily extraterrestrial solar radiation on the wall surface. From the results of calculation, we obtain the distribution of daily duration of sunshine and daily extraterrestrial solar radiation with slope azimuth. We find that there is a pair of slope azimuths, where the daily duration of sunshine in summer half of the year is equal to that in the winter half when the absolute values of solar declination are equal. These slope azimuths are called “equivalent duration of sunshine azimuth (EDSA)”. There is also a pair of slope azimuths where the daily extraterrestrial solar radiation in the summer half is equal to that in the winter half at the same time. These slope azimuths are called “equivalent insulation azimuth (EIA)”. Together, EDSA and EIA are called “equivalent solar radiation azimuth (ESRA)”. ESRA is a function of latitude (only. The value of EDSA can be expressed as | β |=arccos(tg φ ). The value of EIA can be expressed as | β |=arctg(cos2φ /sin φ · Yφ ), where Yφ is a solution of the equation y +tg2 φ ·tg y =0.

Key words: wall surface, equivalent solar radiation azimuths, building exposure

中图分类号: 

  • TU113.3