2023
DOI: 10.1029/2022wr032529
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The Role of Inflow and Infiltration (I/I) in Urban Water Balances and Streamflow Regimes: A Hydrograph Analysis Along the Sewershed‐Watershed Continuum

Abstract: Hydrology in urban areas is substantially altered by urbanization processes. Specifically, replacement of vegetated surfaces with impervious surfaces reduces infiltration and evapotranspiration losses and increases overland flow, concentrating and transforming slow environmental flows into fast stormflows (Finkenbine et al., 2000;Walsh et al., 2005). At the same time, urbanization involves intensive alteration to subsurface hydrology as pipes are constructed for efficient sanitary sewage and stormwater collect… Show more

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Cited by 4 publications
(2 citation statements)
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“…The lack of stormwater sewer network representation in the model might be a contributing factor to the estimation of the delayed peak flows. A considerable amount of rainwater remains motionless inundating topographic lows and also, sheet overland flow may take more time to reach the watershed outlet than concen trated flows in a sewer network (Zhang et al, 2023). One my note that the surrogate model can capture these characteristics of tRIBS-OFM simulation.…”
Section: Resultsmentioning
confidence: 99%
“…The lack of stormwater sewer network representation in the model might be a contributing factor to the estimation of the delayed peak flows. A considerable amount of rainwater remains motionless inundating topographic lows and also, sheet overland flow may take more time to reach the watershed outlet than concen trated flows in a sewer network (Zhang et al, 2023). One my note that the surrogate model can capture these characteristics of tRIBS-OFM simulation.…”
Section: Resultsmentioning
confidence: 99%
“…The DA method, which is developed based on the multiple linear regression (MLR) model, can be used to evaluate the relative importance of a single factor in the MLR model by examining the change in R 2 (coefficient of determination) resulting from adding a predictor to all possible subset regression models [46][47][48]. As a supplement to the regression analysis, when there is multicollinearity between independent variables, the dominance analysis can de-emphasize redundant predictors, thus reducing the impact of collinearity between independent variables and better representing the statistical contribution of independent variables [49,50]. Similar to correlation analysis, for each grid point in the Indian region, the time series of each factor in X and those of LS GW Ep (denoted as Y) are used to build an MLR model:…”
Section: Correlation Analysis and Dominance Analysismentioning
confidence: 99%