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基于马尔科夫过程的珠江流域干旱特征研究 被引量:3

Research on Drought Behaviors in the Pearl River Basin Based on Markov Chain
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摘要 对干旱转移概率的有效把握是干旱预报的关键,进而能够用于减轻干旱危害。基于此,根据Copula函数导出了马尔科夫链的转移概率矩阵。将干旱分为了6种状态,干旱事件和干旱状态不同,当干旱事件的严重程度不小于某一干旱状态时,在本文中就被定义为具有该严重程度的干旱事件。为了研究珠江流域的干旱特征,对某一严重程度干旱事件的平均历时、从任一干旱状态到没有干旱状态的平均首达时间、以及从没有干旱状态到某一严重干旱事件的平均首达时间进行了分析。研究结果表明:1非常极端干旱事件持续约1.5个月,轻微干旱事件持续约3个月;2从非常极端干旱状态恢复到没有干旱状态需要约3.5个月,从轻微干旱状态恢复到无旱情需要约1.7个月的时间;3一般来说,珠江流域平均0.5 a中有一次中等干旱事件,1 a中有一次严重干旱事件,1.5 a中有一次极端干旱事件,以及3.5 a中有一次非常极端干旱事件。此外,研究结果还表明,珠江流域东南部地区干旱风险较高,而该地区人口稠密、经济发达,特别是其中的珠三角地区,因而需要特别重视干旱风险。同时,珠江流域西部地区也是干旱风险较高的区域。 Deep understanding of transition probability behaviors of droughts is the key to forecast of droughts,and mitigation of drought hazards. In this case,the transition probability matrix of the Markov chain was derived by the Copula functions. Six drought status were classified in the study,drought event was different from drought status,and a drought event with the severity not less than a certain drought status had been considered as a certain severe drought. In order to investigate the drought behaviors in the Pearl River basin,the mean duration of a certain severe drought,the mean first passage time from any drought status to no drought status,and the mean first passage time from no drought status to a certain severe drought were analyzed in this study. The results of this study indicated that:( 1) the exceptional drought event lasted about 1. 5 months,and the mild drought event lasted about 3 months;( 2) it took about 3. 5months from the exceptional drought status to no drought status,while it took about 1. 7 months from the mild drought status to no drought status;( 3) generally,and there was a moderate drought event average in 0. 5 years,a severe drought event in 1 year,an extreme drought event in 1. 5 years,and an exceptional drought event in 3. 5 years. Further,the results of this study indicated higher risk of drought in the southeast part of the Pearl River basin,and further works needed to be done to prevent or mitigate the drought hazards,as these regions were densely populated and economically developed,especially in the Pearl River delta. In addition,the west part of the Pearl River basin had also been identified as a region with a higher risk of drought.
出处 《华北水利水电大学学报(自然科学版)》 2016年第1期15-23,共9页 Journal of North China University of Water Resources and Electric Power:Natural Science Edition
基金 国家杰出青年科学基金项目(51425903) 香港特别行政区研究资助局项目(CUHK441313) 中央高校基本科研业务费专项资金联合资助
关键词 干旱 马尔科夫链 COPULA函数 转移概率 标准化降水蒸散发指数(SPEI) drought Markov chain copula functions transition probability standardized precipitation evapotranspiration index(SPEI)
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参考文献30

  • 1Mishra A K,Singh V P.A review of drought concepts[J].Journal of Hydrology,2010,391(2):202-216.
  • 2Devereux S.The impact of droughts and floods on food security and policy options to alleviate negative effects[J].Agricultural Economics,2007,37(1):47-58.
  • 3Zhang Q,Sun P,Li J F,et al.Spatiotemporal properties of droughts and related impacts on agriculture in Xinjiang,China[J].International Journal of Climatology,2015,35(7):1254-1266.
  • 4Wilhite D A.Drought as a natural hazard:concepts and definitions[M]//Drought:A Global Assessment[M].London:Routledge Publishers,2000:3-18.
  • 5Vrsmarty C J,Green P,Salisbury J,et al.Global water resources:vulnerability from climate change and population growth[J].Science,2000,289:284-288.
  • 6Zhang Q,Xiao M Z,Singh V P,et al.Regionalization and spatial changing properties of droughts across the Pearl River basin,China[J].Journal of Hydrology,2012,472-473:355-366.
  • 7Kao S C,Govindaraju R S.A copula-based joint deficit index for droughts[J].Journal of Hydrology,2010,380(1-2):121-134.
  • 8Shiau J.Fitting drought duration and severity with two-dimensional copulas[J].Water Resources Management,2006,20(5):795-815.
  • 9Zhang Q,Xiao M Z,Singh V,et al.Copula-based risk evaluation of hydrological droughts in the East River basin,China[J].Stochastic Environmental Research and Risk Assessment,2013,27(6):1397-1406.
  • 10Loukas A,Vasiliades L.Probabilistic analysis of drought spatiotemporal characteristics in Thessaly region,Greece[J].Natural Hazards and Earth System Science,2004,4:719-731.

二级参考文献18

  • 1王兆礼,陈晓宏,张灵,李艳.近40年来珠江流域降水量的时空演变特征[J].水文,2006,26(6):71-75. 被引量:74
  • 2Zhang Qiang, Xu Chongyu, Zhang Zengxin. Observed changes of drought/wetness episodes in the Pearl River basin,China, using the standardized precipitation index and aridity index. Theor. Appl. Climatol., 2009, 98: 89-99.
  • 3Zhang L, Singh Vijay P. Bivariate rainfall frequency distributions using Archimedean Copulas. Journal of Hydrology,2007, 332: 93-109.
  • 4Salvadori G, Michele C. Frequency analysis via Copulas. Water Resource Research, 2004, doi: 10.1029/2004WR003133.
  • 5Zhang Q, Xu C Y, Gemmer M. Changing properties of precipitation concentration in the Pearl River basin, China. Stoch. Environ. Res. Risk Assess., 2009, 23: 377-385.
  • 6McKee T B, Doesken N J, Kleist J. The relation of drought frequency and duration to time scales//Proceedings of theEighth Conference on Applied Climatology American Meteorological Society Boston, 1993: 179-184.
  • 7Kao Shih-Chieh. A copula-based joint deficit index for droughts. Journal of Hydrology, 2010, 380: 121-134.
  • 8Mishra Ashok K, Singh Vijay P. A review of drought concepts. Journal of Hydrology, 2010, 391: 202-216.
  • 9Shiau J T. Fitting drought duration and severity with two-dimensional Copulas. Water Resources Management, 2006,20: 795-815.
  • 10Mathier L, Perreault L, Bobe B. The use of geometric and gamma-related distributions for frequency analysis of waterdeficit. Stochastic Hydrology and Hydraulics, 1992, 6(4): 239-254.

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