Assessment of hydrological drought based on nonstationary runoff data

A nonstationary standardized runoff index (NSRI) is proposed by using the GAMLSS framework to assess the hydrological drought under nonstationary conditions. The definition of the NSRI is similar to that of SRI, but using a nonstationary Gamma distribution by incorporating meteorological variables a...

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Bibliographic Details
Main Authors: Xueli Sun, Zhanling Li, Qingyun Tian
Format: Article
Language:English
Published: IWA Publishing 2020-10-01
Series:Hydrology Research
Subjects:
sri
Online Access:http://hr.iwaponline.com/content/51/5/894
Description
Summary:A nonstationary standardized runoff index (NSRI) is proposed by using the GAMLSS framework to assess the hydrological drought under nonstationary conditions. The definition of the NSRI is similar to that of SRI, but using a nonstationary Gamma distribution by incorporating meteorological variables and antecedent runoff as covariates to describe the characteristics of runoff series. The new drought index is then applied to the upper reach of the Heihe River basin. Four models are developed, in which one is stationary, and the other three are nonstationary with one, two and three covariates, respectively. Results show that, for the nonstationary runoff series, the nonstationary models are more robust and reliable than the stationary one. Among these models, the model with two covariates performs the best. For the model with one covariate, the precipitation shows better in the fitting as a covariate in rainy seasons, and the antecedent runoff shows better in dry seasons. The NSRI identifies more drought events than SRI does, and the drought conditions in our case are mainly affected by precipitation. It is proved that the proposed new drought index is a more effective method for drought assessments under nonstationary conditions. HIGHLIGHTS A nonstationary standardized runoff index is developed.; Six alternative covariates and three kinds of nonstationary models are compared.; The nonstationary model with two covariates performs the best.; Hydrological drought conditions in this case is mainly affected by precipitation.;
ISSN:1998-9563
2224-7955