globalchange  > 气候变化与战略
CSCD记录号: CSCD:5193889
论文题名:
华北平原的大气逆辐射参数化方法比较
其他题名: Comparison of parametrization methods for calculating the downward long-wave radiation over the North China Plain
作者: 杨汉波; 吕华芳; 胡庆芳; 雷慧闽; 杨大文
刊名: 清华大学学报. 自然科学版
ISSN: 1000-0054
出版年: 2014
卷: 54, 期:5, 页码:1083-1094
语种: 中文
中文关键词: 大气发射率 ; 华北平原 ; Marshunova公式
英文关键词: atmospheric emissivity ; North China Plain ; Marshunova equation
WOS学科分类: ENGINEERING MULTIDISCIPLINARY
WOS研究方向: Engineering
中文摘要: 大气逆辐射对地表能量平衡及蒸发等方面有重要影响。为准确计算大气逆辐射,该文基于6种常用的晴空大气发射率计算公式并根据日太阳辐射率(太阳辐射的实际值与理论值的比值)对云的影响进行修正,建立大气逆辐射的参数化方法;并将6种方法与位于华北平原的位山生态水文实验站与栾城农业生态系统实验站的实测数据进行对比。结果表明:Marshunova公式具有最好的模拟精度,确定系数(R~2)高于0.97,平均偏移误差(MBE)小于4W/m~2,均方根误差(RMSE)小于11W/m~2,尤其是日辐射计算值与观测值的线性回归方程的斜率在1.000.05范围内,截距小于15W/m~2,能精确模拟气候变化下的大气逆辐射。
英文摘要: The downward long-wave radiation has an important impact on the surface energy balance and surface evaporation.This paper compares six methods for estimating the downward long-wave radiation.These formulae modify the atmospheric emissivity for clear skies for cloudy skies according to the daily solar radiation ratio (defined as the ratio of the measured incoming solar radiation to the solar radiation received with clear skies).The estimates from these methods are compared with measurements from the Weishan Echo-Hydrology Experimental Station in Shandong Province and the Luancheng Agro-Ecosystem Experimental Station in Hebei Province in the North China Plain.The results show that the Marshunova equation gives the best estimates with a correlation coefficient(R~2) larger than 0.97,a mean bias error(MBE)less than 4W/m~2,and a root mean square error(RMSE)less than 11W/m~2.The correlation slope is 1.000.05and the intercept is less than 15W/m~2.Thus, this equation can accurately estimate the downward long-wave radiation for climate change models.
资源类型: 期刊论文
标识符: http://119.78.100.158/handle/2HF3EXSE/148135
Appears in Collections:气候变化与战略

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作者单位: 清华大学, 水沙科学与水利水电工程国家重点实验室, 北京 100084, 中国

Recommended Citation:
杨汉波,吕华芳,胡庆芳,等. 华北平原的大气逆辐射参数化方法比较[J]. 清华大学学报. 自然科学版,2014-01-01,54(5):1083-1094
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