Abstract

Sustainable management of the environment is based on the preservation of natural resources, first of all, freshwater—both surface and groundwater—from exhaustion and contamination. Thus, development of adequate monitoring solutions, including fast and adaptive modelling approaches, are of high importance. Recent progress in machine learning techniques provide an opportunity to improve the prediction accuracy of the spatial distribution of properties of natural objects and to automate all stages of this process to exclude uncertainties caused by handcrafting. We propose a technique to construct the weighted Water Quality Index (WQI) and the spatial prediction map of the WQI in tested area. In particular, WQI is calculated using dimensionality reduction technique (Principal Component Analysis), and spatial map of WQI is constructed using Gaussian Process Regression with automatic kernel structure selection using Bayesian Information Criterion (BIC). We validate our approach on a new dataset for groundwater quality in the New Moscow region, where groundwater is mostly used for drinking purposes. According to estimated WQI values, groundwater quality across the study region is relatively high, with few points, less than 0.5% of all observations, severely contaminated. Estimated WQIs then were used to construct spatial distribution models, GPR-BIC approach was compared with ordinary Kriging (OK), Universal Kriging (UK) with exponential, Gaussian, polynomial and periodic kernels. Quality of models was assessed using cross-validation scheme, according to which BIC-GPR approach showed better performance on average with 15% higher R2 score comparing to other Kriging models. We show that the proposed geospatial interpolation is a potentially powerful and adaptable tool for predicting the spatial distribution of properties of natural resources.

Highlights

  • We applied Principal Component Analysis (PCA) to reveal the significant contaminants among samples and calculate weighted-loads of tested parameters in Water Quality Index (WQI)

  • Varimax rotation was used for PCA calculation and helped us to reveal the principal components (PCs) with the exact chemical properties of water, which were clearly interrelated and signalled specific types of pollution

  • We propose an advanced method for geospatial modelling based on Gaussian Process Regression and Bayesian Information Criterion

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Summary

Introduction

The first one operates the concept of water reservoirs’ “vulnerability” It considers features of the environment, that can affect the quality of water resources. Vulnerability assessment takes into account both natural characteristics (geological, hydrological) of the environment, their ability to provide “protection” to water resources, as well as possible contamination scenarios due to properties of pollutants [8,9,10]. This approach allows to understand underlying processes and, according to them, to predict the possible fate of contaminants. Such data usually include various chemical, physical, biological characteristics of water that are important for consumption and usually measured by local governance and residential consumers

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