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盘锦芦苇湿地空气动力学参数动态及其影响因子
引用本文:何奇瑾,周广胜,周莉,王云龙.盘锦芦苇湿地空气动力学参数动态及其影响因子[J].应用生态学报,2008,19(3):481-486.
作者姓名:何奇瑾  周广胜  周莉  王云龙
作者单位:1. 中国气象科学研究院,北京,100081;中国气象局沈阳大气环境研究所,沈阳,110016
2. 中国气象局沈阳大气环境研究所,沈阳,110016;中国科学院植物研究所植被与环境变化国家重点实验室,北京,100093
3. 中国科学院植物研究所植被与环境变化国家重点实验室,北京,100093
基金项目:国家自然科学基金 , 国家重点基础研究发展计划(973计划)
摘    要:应用盘锦芦苇生态系统观测场的涡动相关通量和小气候梯度系统的观测资料,采用涡动相关与小气候梯度观测相结合的方法估算了研究区芦苇下垫面空气动力学参数,并分析了其影响因素.结果表明:该方法可较好地估算芦苇湿地的空气动力学参数;芦苇湿地零平面位移(d)和粗糙度(z0)的季节变化均呈先增后减的单峰曲线变化.z0和d均在9月达到最大,分别为0.24和1.85m;12月达最小,分别为0.03和0.02m.芦苇湿地z0和d的季节变化主要受株高(h)和叶面积指数(LAI)的影响.d随h的增加而线性增加,z0与h呈二次曲线关系.d/h和z0/h均与LAI呈幂函数关系,复相关系数分别为0.99和0.78.

关 键 词:湿地  芦苇生态系统  零平面位移  粗糙度  叶面积指数  盘锦  芦苇湿地  空气动  力学参数  动态  影响因子  wetland  reed  affecting  factors  复相关系数  函数关系  曲线关系  线性  叶面积指数  株高  最小  曲线变化  单峰  季节变化  粗糙度
文章编号:1001-9332(2008)03-0481-06
修稿时间:2007年3月26日

Aerodynamic parameters and their affecting factors over Panjin reed wetland
HE Qi-jin,ZHOU Guang-sheng,ZHOU Li,WANG Yun-long.Aerodynamic parameters and their affecting factors over Panjin reed wetland[J].Chinese Journal of Applied Ecology,2008,19(3):481-486.
Authors:HE Qi-jin  ZHOU Guang-sheng  ZHOU Li  WANG Yun-long
Institution:Chinese Academy of Meteorological Sciences, Beijing 100081, China. mable1003@163.com
Abstract:Based on the observation data from eddy covariance tower and meteorological gradient tower in Panjin reed wetland observation plot, and by the method combined eddy covariance with microclimate gradient observation, two fundamental aerodynamic parameters, i. e., zero-plane displacement (d) and roughness length (z0), were evaluated, with their affecting factors analyzed. The results showed that the method adopted was suitable for estimating the aerodynamic parameters. There existed obvious seasonal variations in d and z0, with the maximum (1.85 and 0.24 m) in September and the minimum (0.02 and 0.03 m) in December, respectively. The seasonal variations were closely related to vegetation characteristics, plant height (h) and leaf area index (LAI). There was a close linear relationship between d and h, and a conic relationship between z0 and h. Both d/h and d/z0 had power relationships with LAI, and the R2 values were 0.99 and 0.78, respectively.
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