Environmental Science & Technology · 2016 · 17 citations · 61 references
Natural ResourcesEnvironmental SciencesWater Resources ManagementEnvironmental ModelingHydrologic ModelingWater TreatmentHydrological ModelingHydrometeorological ModelingStreamflow PredictionWater ManagementWater PollutionWater QualityClimate Change Impacts On RunoffDisinfection Byproduct ControlDisinfection Byproduct FormationDisinfection Byproduct RegulationLocal Polynomial RegressionLocal RegressionPolynomial RegressionSource Water Treatment
To control disinfection byproduct (DBP) formation in drinking water, an understanding of the source water total organic carbon (TOC) concentration variability can be critical. Previously, TOC concentrations in water treatment plant source waters have been modeled using streamflow data. However, the lack of streamflow data or unimpaired flow scenarios makes it difficult to model TOC. In addition, TOC variability under climate change further exacerbates the problem. Here we proposed a modeling approach based on local polynomial regression that uses climate, e.g. temperature, and land surface, e.g., soil moisture, variables as predictors of TOC concentration, obviating the need for streamflow. The local polynomial approach has the ability to capture non-Gaussian and nonlinear features that might be present in the relationships. The utility of the methodology is demonstrated using source water quality and climate data in three case study locations with surface source waters including river and reservoir sources. The models show good predictive skill in general at these locations, with lower skills at locations with the most anthropogenic influences in their streams. Source water TOC predictive models can provide water treatment utilities important information for making treatment decisions for DBP regulation compliance under future climate scenarios.
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Spurious regressions in econometrics
Clive W. J. Granger, Paul Newbold · Journal of Econometrics · 1974 · 6.2K citations
Trevor Hastie, Robert Tibshirani · Statistical Science · 1986 · 3.4K citations