Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model
Rainfall is an important input to conceptual hydrological models, and its accuracy would have a considerable effect on that of the model simulations. However, traditional conceptual rainfall-runoff models commonly use catchment-average rainfall as inputs without recognizing its spatial variability....
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doaj-ffb343f501b14793b7837cf6fffbed9d2021-03-24T00:07:51ZengMDPI AGSustainability2071-10502021-03-01133588358810.3390/su13063588Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological ModelYan Zhou0Zhongmin Liang1Binquan Li2Yixin Huang3Kai Wang4Yiming Hu5College of Hydrology and Water Resources, Hohai University, Nanjing 210098, ChinaCollege of Hydrology and Water Resources, Hohai University, Nanjing 210098, ChinaCollege of Hydrology and Water Resources, Hohai University, Nanjing 210098, ChinaCollege of Hydrology and Water Resources, Hohai University, Nanjing 210098, ChinaBureau of Hydrology, The Huaihe River Commission of the Ministry of Water Resources, Bengbu 233001, ChinaCollege of Hydrology and Water Resources, Hohai University, Nanjing 210098, ChinaRainfall is an important input to conceptual hydrological models, and its accuracy would have a considerable effect on that of the model simulations. However, traditional conceptual rainfall-runoff models commonly use catchment-average rainfall as inputs without recognizing its spatial variability. To solve this, a seamless integration framework that couples rainfall spatial variability with a conceptual rainfall-runoff model, named the statistical rainfall-runoff (SRR) model, is built in this study. In the SRR model, the exponential difference distribution (EDD) is proposed to describe the spatial variability of rainfall for traditional rain gauging stations. The EDD is then incorporated into the vertically mixed runoff (VMR) model to estimate the statistical runoff component. Then, the stochastic differential equation is adopted to deal with the flow routing under stochastic inflow. To test the performance, the SRR model is then calibrated and validated in a Chinese catchment. The results indicate that the EDD performs well in describing rainfall spatial variability, and that the SRR model is superior to the Xinanjiang model because it provides more accurate mean simulations. The seamless integration framework considering rainfall spatial variability can help build a more reasonable statistical rainfall-runoff model.https://www.mdpi.com/2071-1050/13/6/3588rainfall spatial variabilitystatistical rainfall-runoff modelvertically mixed runoff modelstochastic differential equation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Yan Zhou Zhongmin Liang Binquan Li Yixin Huang Kai Wang Yiming Hu |
spellingShingle |
Yan Zhou Zhongmin Liang Binquan Li Yixin Huang Kai Wang Yiming Hu Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model Sustainability rainfall spatial variability statistical rainfall-runoff model vertically mixed runoff model stochastic differential equation |
author_facet |
Yan Zhou Zhongmin Liang Binquan Li Yixin Huang Kai Wang Yiming Hu |
author_sort |
Yan Zhou |
title |
Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model |
title_short |
Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model |
title_full |
Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model |
title_fullStr |
Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model |
title_full_unstemmed |
Seamless Integration of Rainfall Spatial Variability and a Conceptual Hydrological Model |
title_sort |
seamless integration of rainfall spatial variability and a conceptual hydrological model |
publisher |
MDPI AG |
series |
Sustainability |
issn |
2071-1050 |
publishDate |
2021-03-01 |
description |
Rainfall is an important input to conceptual hydrological models, and its accuracy would have a considerable effect on that of the model simulations. However, traditional conceptual rainfall-runoff models commonly use catchment-average rainfall as inputs without recognizing its spatial variability. To solve this, a seamless integration framework that couples rainfall spatial variability with a conceptual rainfall-runoff model, named the statistical rainfall-runoff (SRR) model, is built in this study. In the SRR model, the exponential difference distribution (EDD) is proposed to describe the spatial variability of rainfall for traditional rain gauging stations. The EDD is then incorporated into the vertically mixed runoff (VMR) model to estimate the statistical runoff component. Then, the stochastic differential equation is adopted to deal with the flow routing under stochastic inflow. To test the performance, the SRR model is then calibrated and validated in a Chinese catchment. The results indicate that the EDD performs well in describing rainfall spatial variability, and that the SRR model is superior to the Xinanjiang model because it provides more accurate mean simulations. The seamless integration framework considering rainfall spatial variability can help build a more reasonable statistical rainfall-runoff model. |
topic |
rainfall spatial variability statistical rainfall-runoff model vertically mixed runoff model stochastic differential equation |
url |
https://www.mdpi.com/2071-1050/13/6/3588 |
work_keys_str_mv |
AT yanzhou seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel AT zhongminliang seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel AT binquanli seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel AT yixinhuang seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel AT kaiwang seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel AT yiminghu seamlessintegrationofrainfallspatialvariabilityandaconceptualhydrologicalmodel |
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1724205327115616256 |