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Effect of autocorrelation on temporal trends in rainfall in a valley region at the foothills of Indian Himalayas

机译:自相关对印度喜马拉雅山山麓山谷地区降雨时间趋势的影响

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摘要

This study examines the effect of autocorrelation on step and monotonic trends in seasonal and annual rainfall. Initially, for step change, modified-Pettitt test is applied in two ways. First, using the corrected and unbiased trend-free-pre-whitening (TFPWcu) approach. Second, using a new approach in which time series is modelled by intervention analysis for modified Pettitt test. Subsequently, for monotonic trends, Mann-Kendall (MK) and six approaches of modified Mann-Kendall (MMK) test are applied to NCDC data for period 1901-2012 and its sub-periods. Approaches of MMK include pre-whitening (PW), trend-free-pre-whitening (TFPW), TFPWcu, two Variance Correction Approaches (VCAs) based on empirical formula (VCA:CF1) and Monte-Carlo-Simulations (VCA:CF2) and long term persistence (MK-LTP). A single change point is identified in 1970 for annual and monsoon rainfall from original and modified-Pettitt's test using TFPWcu, while time series modelling approach has not exhibited any change point. Process shift in rainfall series is also studied using CUSUM and multiple change points are identified using Segment-Neighbourhood method. Outcomes of MMK show that TFPWcu is able to efficiently limit the effect of autocorrelation and may be preferred over PW and TFPW. The VCA:CF2 is not dependent on whole autocorrelation structure and corrects variance of all data series using lag-1 autocorrelation and may be preferred over VCA:CF1. MK-LTP considers long term persistence and it has exhibited presence of weaker trends than exhibited by other approaches. VCA:CF2 and MK-LTP are used to study trends of rainfall in Dehradun.
机译:这项研究检验了自相关对季节和年度降雨的阶跃和单调趋势的影响。最初,对于阶跃变化,以两种方式应用修改后的Pettitt测试。首先,使用校正和无偏的无趋势预白化(TFPWcu)方法。其次,使用一种新方法,其中通过干预分析对时间序列进行建模,以进行改进的Pettitt检验。随后,对于单调趋势,将Mann-Kendall(MK)和六种改进的Mann-Kendall(MMK)测试方法应用于1901-2012年及其子期间的NCDC数据。 MMK的方法包括预加白(PW),无趋势预加白(TFPW),TFPWcu,基于经验公式(VCA:CF1)和蒙特卡洛模拟(VCA:CF2)的两种方差校正方法(VCA)。 )和长期持久性(MK-LTP)。 1970年,使用TFPWcu从原始和修改后的佩蒂特检验中确定了一个年和季风降雨的单一变化点,而时间序列建模方法未显示任何变化点。还使用CUSUM研究了降雨序列中的过程转移,并使用分段邻域法确定了多个变化点。 MMK的结果表明,TFPWcu能够有效地限制自相关的影响,并且可能优于PW和TFPW。 VCA:CF2不依赖于整个自相关结构,而是使用lag-1自相关来校正所有数据序列的方差,并且可能比VCA:CF1更可取。 MK-LTP考虑了长期持久性,并且比其他方法显示的趋势更弱。 VCA:CF2和MK-LTP用于研究Dehradun的降雨趋势。

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