应用双变量偏校正方法获得印度降水和温度的长期属性

IF 3.3 Q2 ENVIRONMENTAL SCIENCES
C. Gupta, R. Bhowmik
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引用次数: 0

摘要

一般环流模式(GCM)模拟显示出印度降水和温度的长期统计属性的潜力,这些属性表现出明显的季节间变化。然而,GCM的输出经历了严重的模型结构偏差,在将其强制纳入水文模型并利用它们来获得关于气候变化影响的见解之前,需要减少这种偏差。传统上,单变量偏差校正方法可以成功地产生观测变量的平均值和标准差,而忽略了多个变量之间的相互依赖关系。已作出有限的努力,在一个大区域内发展双变量偏倚校正,并额外侧重于两个变量之间的相互关系。考虑到这些,目前的研究提出了两个目标:(i)应用基于双变量排序的双变量偏差校正方法来减少印度GCM历史模拟中的偏差;(ii)探索所提出的方法在产生降水和温度的季节间变化同时也产生相互关系方面的潜力。本研究考虑了耦合模式比对项目评估报告-5 (CMIP5)中包含14个集成成员的3个gcm。将气象对的二元秩应用于边缘秩,直到得到一个固定的位置。结果表明,双变量方法大大减少了平均值和标准差的偏差。此外,与季风月份相比,双变量方法在非季风月份表现更好,因为典型的负相关结构在非季风月份很常见,因此在减少降水和温度之间相互关联的偏差方面。该研究发现,所提出的方法成功地再现了印度各地计量变量的季节间变化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of a bivariate bias-correction approach to yield long-term attributes of Indian precipitation and temperature
The General Circulation Model (GCM) simulation had shown potential in yielding long-term statistical attributes of Indian precipitation and temperature which exhibit substantial inter-seasonal variation. However, GCM outputs experience substantial model structural bias that needs to be reduced prior to forcing them into hydrological models and using them in deriving insights on the impact of climate change. Traditionally, univariate bias correction approaches that can successfully yield the mean and the standard deviation of the observed variable, while ignoring the interdependence between multiple variables, are considered. Limited efforts have been made to develop bivariate bias-correction over a large region with an additional focus on the cross-correlation between two variables. Considering these, the current study suggests two objectives: (i) To apply a bivariate bias correction approach based on bivariate ranking to reduce bias in GCM historical simulation over India, (ii) To explore the potential of the proposed approach in yielding inter-seasonal variations in precipitation and temperature while also yielding the cross-correlation. This study considers three GCMs with fourteen ensemble members from the Coupled Model Intercomparison project Assessment Report-5 (CMIP5). The bivariate ranks of meteorological pairs are applied on marginal ranks till a stationary position is achieved. Results show that the bivariate approach substantially reduces bias in the mean and the standard deviation. Further, the bivariate approach performs better during non-monsoon months as compared to monsoon months in reducing the bias in the cross-correlation between precipitation and temperature as the typical negative cross-correlation structure is common during non-monsoon months. The study finds that the proposed approach successfully reproduces inter-seasonal variation in metrological variables across India.
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来源期刊
Frontiers in Climate
Frontiers in Climate Environmental Science-Environmental Science (miscellaneous)
CiteScore
4.50
自引率
0.00%
发文量
233
审稿时长
15 weeks
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