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Evaluation of Split Window Land Surface Temperature Algorithms for Climate Data Records

机译:评估气候数据记录的分割窗口地表温度算法

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摘要

Land surface temperature (LST) is a key proxy of earth surface energy and is used in range of hydrological, meteorological and climatological applications. As needed for most modeling and climate analysis applications, LST products generated from polar orbiting meteorological satellite sensors have spatial resolutions from several hundred meters to several kilometers and have daily temporal resolution. Those sensors include the NOAA AVHRR series, the EOS MODIS series, and the forthcoming Visible and Infrared Imagery Radiometer Suite (VIIIRS), to be flown onboard the National Polar-orbiting Operational Environmental Satellite System (NPOESS; launch ~ 2011) and NPOESS Preparatory Project (NPP; launch 2008) platforms. Generally, split-window algorithms are used with these sensors to produce LST products. In this study, we evaluated leading algorithms, originally developed specifically for AVHRR, MODIS or VIIRS, to determine those most suitable for generating a consistent LST climate data record (CDR) across different satellite sensors and platforms. MODTRAN simulations were used for determining appropriate coefficients for each algorithm and sensor (AVHRR, MODIS and VIIRS) combination. Algorithm accuracy was evaluated over different view zenith angles, atmosphere-surface combinations, and emissivity uncertainties. We conclude that algorithms from Ulivieri et al. (1996) and Prata and Platt (1991), modified with a path length variability term, were the best overall performers.
机译:地表温度(LST)是地球表面能的关键替代指标,广泛用于水文,气象和气候应用。正如大多数建模和气候分析应用程序所需要的那样,由极地轨道气象卫星传感器生成的LST产品具有数百米至几千米的空间分辨率,并且具有每日时间分辨率。这些传感器包括NOAA AVHRR系列,EOS MODIS系列以及即将推出的可见光和红外图像辐射计套件(VIIIRS),它们将搭载在国家极轨运行环境卫星系统(NPOESS; 2011年发射)和NPOESS筹备项目中(NPP; 2008年推出)平台。通常,这些传感器使用分割窗口算法来生产LST产品。在这项研究中,我们评估了最初专门为AVHRR,MODIS或VIIRS开发的领先算法,以确定最适合在不同卫星传感器和平台之间生成一致的LST气候数据记录(CDR)的算法。 MODTRAN仿真用于确定每种算法和传感器(AVHRR,MODIS和VIIRS)组合的合适系数。在不同的天顶角度,大气表面组合和发射率不确定性上评估了算法的准确性。我们得出结论,Ulivieri等人的算法。 (1996)和Prata and Platt(1991)(使用路径长度可变性术语进行了修改)是总体上表现最好的。

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