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Spatially heterogeneous drought analysis theory and future trends

机译:空间异质干旱分析理论及未来趋势

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Most often drought analysis methodologies are based on point-wise time series record assessments with very specific local conclusions, but their areal, regional and in general spatial properties are examined to a lesser extent. This paper will provide general description of droughts in addition to the regional methodological approaches with rather simple but innovative manner. The study area is thought as composed of a set of sub-areas each with different dry (wet) period probabilities. In general, heterogeneous region has different probability of dry(wet) spell occurrence at each sub-area. In fact, whenever the probability at each sub-area is not equal to any other sub-area, it corresponds to heterogeneous region. The areal cover probability (ACP) of the region is derived by considering the point-wise probabilities on the assumptions that the occurrences of dry (wet) spells are mutually exclusive, independent with heterogeneous probability patterns. Additionally extreme value probabilities of areal drought coverage are derived for heterogeneous sub-area probabilities. All of the heterogeneous drought probability expressions reduce down to homogeneous case provided that sub-areal probabilities are equal to each other. The methodology presented in this paper paves ways for more realistic drought phenomenon spatial probability of occurrences when the sub-areal dry spell probabilities are dependent on each other but heterogeneous. (C) 2014 Elsevier B.V. All rights reserved.
机译:最常见的干旱分析方法是基于逐点时间序列记录评估,并具有非常具体的局部结论,但对它们的面积,区域和总体空间特性的研究较少。除了区域方法论方法外,本文还将以相当简单而新颖的方式对干旱进行一般性描述。研究区域被认为是由一组子区域组成的,每个子区域具有不同的干(湿)期概率。通常,异类区域在每个子区域发生干(湿)咒语的可能性不同。实际上,每当每个子区域的概率不等于任何其他子区域时,它就对应于异构区域。该区域的区域覆盖概率(ACP)是通过在假定干(湿)咒语的出现是互斥的且独立于异构概率模式的假设下考虑点向概率而得出的。此外,还针对异构分区概率得出了区域干旱覆盖的极值概率。只要分区面积概率彼此相等,所有的异质干旱概率表达式都可以简化为同质情况。本文介绍的方法为分区下的干法术概率相互依赖但异质性时更现实的干旱现象发生的空间概率铺平了道路。 (C)2014 Elsevier B.V.保留所有权利。

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