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Homogenization of long-term monthly Spanish temperature data

机译:长期每月西班牙温度数据的均质化

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摘要

Reliable time-series is the basic ingredient when analysing climatic changes. However, the errors in real data are frequently of the same order as the signal being sought. Therefore, the available long-term monthly series of Spanish minimum and maximum temperatures have been compiled from the late 19th century on, in order to compile a high-quality data set. The series are organized into climatically homogeneous regional groups and, in each group, the detection and adjustment is based on relative homogeneity and an analysis of the stationarity of the whole set of temperature-difference series. These series are scanned with moving t, Alexandersson, and Mann-Kendall tests. The detected inhomogeneities are adjusted by weighted averages of the regional series. The method is iterative and advances in steps of detection, adjustment, and actualization. Individual inhomogeneous data are discarded and gaps are filled by similar weighted multiple means. For the analysis of the temperature evolution in the Iberian Peninsula, each region is finally represented by one local series and the regional average. The urban effect on minimum temperatures is adjusted by an empirical method, and for Madrid also by a correction derived from new homogenized data. Generally, rigorous homogeneity cannot be achieved because the initial data quality is deficient in many cases and metadata are sparse. Nevertheless, the data homogeneity and quality has been considerably enhanced: the total error margin in a series is of the order of 0.3 degrees C-0.4 degrees C, under consideration of a worst-case error accumulation. On the other hand, the number of inhomogeneities is considerable and their average amplitude is of the order of 1 degrees C reflecting the much larger error margin in the raw data. The homogenized dataset compiled constitutes an important basis for the subsequent detection of thermal changes in Spain in the last 130 years, on a clearly higher confidence level than before. Copyright (C) 2007 Royal Meteorological Society.
机译:可靠的时间序列是分析气候变化的基本要素。但是,实际数据中的错误通常与所要寻找的信号具有相同的数量级。因此,从19世纪后期开始,对西班牙的最低和最高温度进行了长期的月度系列统计,以编制高质量的数据集。该系列被组织成气候上均一的区域组,并且在每个组中,检测和调整是基于相对同质性和对整个温差系列集合的平稳性的分析。使用移动t,Alexandersson和Mann-Kendall测试对这些系列进行扫描。通过区域序列的加权平均值调整检测到的不均匀性。该方法是迭代的,并且在检测,调整和实现的步骤中是先进的。丢弃各个不均匀的数据,并通过类似的加权多种方式填补空白。为了分析伊比利亚半岛的温度变化,每个区域最终都用一个局部序列和区域平均值来表示。城市对最低温度的影响可以通过经验方法进行调整,对于马德里而言,也可以通过根据新的均质化数据得出的修正进行调整。通常,由于在许多情况下初始数据质量不足且元数据稀疏,因此无法实现严格的同质性。尽管如此,数据的同质性​​和质量已大大提高:考虑到最坏情况下的错误累积,一系列的总错误余量约为0.3摄氏度至0.4摄氏度。另一方面,不均匀性的数量相当可观,它们的平均幅度约为1摄氏度,反映出原始数据中的误差容限大得多。所汇编的均质数据集为随后130年西班牙热变化的后续探测提供了重要依据,其置信水平明显高于以往。皇家气象学会(C)2007。

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