Javascript must be enabled to continue!
Assessing the multivariant effect on floods using the coupled SWAT -Copula model
View through CrossRef
There are several variables which are the triggering factor for floods, among them precipitation, soil moisture and snowmelt is a critical factor which plays a crucial role in snow covered mountain regions. This study uses Vine Copula to determine the dependency structure of the joint variable distribution between precipitation, soil moisture and snowmelt in Beas River basin. In this study, the SWAT model is coupled with the Vine Copula model to conduct multivariate analysis for flood using the sub-basins parameters. For this purpose, the 45-year data which is generated from SWAT model were used. The Vine copula technique approach requires the marginal distributions for each variable and different copula function that combines the marginal data in a tree structure to generate a joint distribution. Considering the range of the variables eight univariant marginal functions were chosen. Once marginal distribution is determined, 18 list of copulas were used to analyse the correlation of variables in pairwise. Later tree sequence of R-, D- and C-vine copulas were analysed in the study. Finally, according to the structure and nature of the data, R-vine copula was selected as the best copula and the relevant tree sequence was later used. Kendall’s tau test was used to check the correlation of the variables in pairwise and showed good correlation. This study proves to be an effective approach in improvising the flood prediction and control of flood risks.
Title: Assessing the multivariant effect on floods using the coupled SWAT -Copula model
Description:
There are several variables which are the triggering factor for floods, among them precipitation, soil moisture and snowmelt is a critical factor which plays a crucial role in snow covered mountain regions.
This study uses Vine Copula to determine the dependency structure of the joint variable distribution between precipitation, soil moisture and snowmelt in Beas River basin.
In this study, the SWAT model is coupled with the Vine Copula model to conduct multivariate analysis for flood using the sub-basins parameters.
For this purpose, the 45-year data which is generated from SWAT model were used.
The Vine copula technique approach requires the marginal distributions for each variable and different copula function that combines the marginal data in a tree structure to generate a joint distribution.
Considering the range of the variables eight univariant marginal functions were chosen.
Once marginal distribution is determined, 18 list of copulas were used to analyse the correlation of variables in pairwise.
Later tree sequence of R-, D- and C-vine copulas were analysed in the study.
Finally, according to the structure and nature of the data, R-vine copula was selected as the best copula and the relevant tree sequence was later used.
Kendall’s tau test was used to check the correlation of the variables in pairwise and showed good correlation.
This study proves to be an effective approach in improvising the flood prediction and control of flood risks.
Related Results
Attia-1 and Attia-2 New Archimedean Bivariate Copulas Modeling Positive Dependency
Attia-1 and Attia-2 New Archimedean Bivariate Copulas Modeling Positive Dependency
In this paper, the author introduces new methods to construct Archimedean copulas. The generator of each copula fulfills the sufficient conditions as regards the boundary and being...
Trivariate copula to design coastal structures
Trivariate copula to design coastal structures
Abstract. Some coastal structures must be redesigned in the future due to rising sea levels caused by global warming. The design of structures subjected to the actions of waves req...
Comparison of generalized estimating equations and Gaussian copula regression results using data from the randomized control trial
Comparison of generalized estimating equations and Gaussian copula regression results using data from the randomized control trial
Abstract
Background:
In repeated measures data the observations tend to be correlated within each subject and such data are often analysed using Generalized Estimating Equ...
Reconstruction of floods in Poland in the last 1000 years
Reconstruction of floods in Poland in the last 1000 years
The reconstruction of floods in Poland in the last millennium (11th–20th centuries) was evaluated based on more than 1,300 weather notes and sources describing floods. Af...
Improved Monthly Frequency Method Based on Copula Functions for Studying Ecological Flow in the Hailang River Basin, Northeast China
Improved Monthly Frequency Method Based on Copula Functions for Studying Ecological Flow in the Hailang River Basin, Northeast China
Climate change has intensified extreme hydrological events in cold regions, threatening the stability of river ecosystems. The traditional monthly frequency method for calculating ...
Based on M-Copula Reliability Analysis of Random Load Correlation
Based on M-Copula Reliability Analysis of Random Load Correlation
Load is one of the main causes of structural failure, and the correlation among loads would affect the evaluation results of structural performance. The purpose of this paper is to...
Boosting Distributional Copula Regression
Boosting Distributional Copula Regression
Abstract
Capturing complex dependence structures between outcome variables (e.g., study endpoints) is of high relevance in contemporary biomedical data problems and ...

