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Time-Sampling Errors of Earth Radiation From Satellites: Theory for Monthly Mean Albedo

机译:卫星地球辐射的时间采样误差:月平均反照率的理论

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The Earth Radiation Budget Experiment wide-field-of-view (WFOV) radiometers aboard the Earth Radiation Budget Satellite (ERBS) provided a 15-year record of high-quality measurements for research into the radiant energy balance of the Earth. Monthly mean maps of RSR and outgoing longwave radiation (OLR) are primary data products from these measurements. The ERBS orbit had an inclination of 57° so as to precess through all local times every 72 days. Because of limited temporal sampling, some regions were not measured sufficiently often by the WFOV radiometers to produce accurate radiation flux values for these maps. The temporal sampling of any one region is very irregular; therefore, it is necessary to consider each region in detail for each month. An analysis of the errors, which result from computing the average value of the albedo of a region over a day or month based on limited sampling, is presented. It is necessary to take into account synoptic variations and their time correlations and differences of the regions' diurnal cycle from that assumed by the time-averaging algorithms. An expression is derived for the variance of the error of the computed daily and monthly mean albedo. Temporal correlation and variability of the albedo field are specified . This analysis has been used for quality assurance to evaluate the temporal sampling errors of monthly mean RSR maps computed from the measurements by the WFOV radiometers aboard the ERBS and to delete those values for which the error variance is excessive.
机译:地球辐射预算卫星(ERBS)上的地球辐射预算实验宽视(WFOV)辐射计提供了15年的高质量测量记录,用于研究地球的辐射能量平衡。 RSR和外向长波辐射(OLR)的月平均图是这些测量的主要数据产品。 ERBS轨道的倾角为57°,以便每72天在所有当地时间进动一次。由于有限的时间采样,WFOV辐射计没有足够频繁地测量某些区域,无法为这些地图生成准确的辐射通量值。任何一个区域的时间采样都是非常不规则的;因此,有必要每月详细考虑每个地区。给出了对误差的分析,该误差是基于有限采样计算出一天或一个月内某个区域的反照率平均值而得出的。必须考虑天气变化及其时间相关性以及该区域昼夜周期与时间平均算法所假定的差异。导出计算出的每日和每月平均反照率的误差方差的表达式。规定了时间相关性和反射率场的变异性。此分析已用于质量保证,以评估ERBS上WFOV辐射计根据测量值计算得出的月平均RSR图的时间采样误差,并删除误差方差过大的那些值。

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