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Updated: Aug 14, 2025

Watershed Planning within a Quantitative Scenario Analysis Framework
Published on: July 24, 2016
A global gridded municipal water withdrawal estimation method using aggregated data and artificial neural network
1Key Laboratory of Water Cycle and Related Land Surface Processes, Institute of Geographic Science and Natural Resources Research, Chinese Academy of Sciences, Beijing 100101, China
Accurate global municipal water withdrawal (MWW) data is crucial for water management. An artificial neural network model (NNM) provides highly accurate, high-resolution MWW estimates, outperforming existing datasets for better planning.
Area of Science:
- Environmental science
- Hydrology
- Data science
Background:
- Municipal water withdrawal (MWW) data is vital for water supply planning and management.
- Current MWW data is often spatially aggregated or lacking, hindering detailed applications.
- There is a growing demand for spatially explicit, high-resolution MWW data.
Purpose of the Study:
- To develop and evaluate models for estimating global MWW using aggregated data and gridded covariates.
- To identify the most accurate model for global MWW estimation.
- To generate a high-resolution global gridded MWW dataset for 2015.
Main Methods:
- Construction and evaluation of six different models for global MWW estimation.
- Utilizing aggregated MWW data and gridded raster covariates as inputs.
- Employing an artificial neural network-based indirect model (NNM) for its superior performance.
Main Results:
- The artificial neural network-based indirect model (NNM) demonstrated the highest accuracy (R², NMAE, NRMSE) across various spatial scales.
- NNM estimates showed consistency with census and survey data.
- The NNM model outperformed existing global gridded MWW datasets.
Conclusions:
- The NNM model is a reliable method for estimating global gridded MWW at high resolution (0.1 × 0.1°).
- The developed high-resolution MWW data can significantly benefit hydrological models and water resource management.
- The methodology is applicable to other aggregated output learning problems.
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