Abstract:Environmental monitoring programs provide large multivariate data sets that usually cover considerable spatial and temporal variabilities. The apparent complexity of these data sets requires sophisticated tools for their processing. Usually, fixed schemes are followed, including the application of numerical models, which are increasingly implemented in decision support systems. However, these schemes are too rigid with respect to detecting unexpected features, like the onset of subtle trends, nonlinear relatio… Show more
“…In several works, multivariate statistical analyses are applied to sets of water quality variables, usually quantitative analytical data consisting of physico-chemical variables. If the goal is to investigate water quality evaluation in its timespace variations as in Helena et al (2000), or the natural and anthropogenic origins of contaminants in surface or ground water as in Ato et al (2010), the most suitable and applied approach is the principal components analysis (Liu et al 2003;Lischeid 2009;Varol and Sen 2009). In some practical studies, there is data available from a group of sample sites, usually water monitoring sites, which is useful to perform several statistical methodologies: for instance, correlation analysis parametric and non-parametric tests (Elhatip et al 2008).…”
This study focuses on the potential improvement of environmental variables modelling by using linear state-space models, as an improvement of the linear regression model, and by incorporating a constructed hydrometeorological covariate. The Kalman filter predictors allow to obtain accurate predictions of calibration factors for both seasonal and hydro-meteorological components. This methodology can be used to analyze the water quality behaviour by minimizing the effect of the hydrological conditions. This idea is illustrated based on a rather extended data set relative to the River Ave basin (Portugal) that consists mainly of monthly measurements of dissolved oxygen concentration (DO) in a network of water quality monitoring sites. The hydrometeorological factor is constructed for each monitoring site based on monthly precipitation estimates obtained by means of a rain gauge network associated with stochastic interpolation (Kriging). A linear state-space model is fitted for each homogeneous group (obtained by clustering techniques) of water monitoring sites. The adjustment of linear state-space models is performed by using distribution-free estimators developed in a separate section.
“…In several works, multivariate statistical analyses are applied to sets of water quality variables, usually quantitative analytical data consisting of physico-chemical variables. If the goal is to investigate water quality evaluation in its timespace variations as in Helena et al (2000), or the natural and anthropogenic origins of contaminants in surface or ground water as in Ato et al (2010), the most suitable and applied approach is the principal components analysis (Liu et al 2003;Lischeid 2009;Varol and Sen 2009). In some practical studies, there is data available from a group of sample sites, usually water monitoring sites, which is useful to perform several statistical methodologies: for instance, correlation analysis parametric and non-parametric tests (Elhatip et al 2008).…”
This study focuses on the potential improvement of environmental variables modelling by using linear state-space models, as an improvement of the linear regression model, and by incorporating a constructed hydrometeorological covariate. The Kalman filter predictors allow to obtain accurate predictions of calibration factors for both seasonal and hydro-meteorological components. This methodology can be used to analyze the water quality behaviour by minimizing the effect of the hydrological conditions. This idea is illustrated based on a rather extended data set relative to the River Ave basin (Portugal) that consists mainly of monthly measurements of dissolved oxygen concentration (DO) in a network of water quality monitoring sites. The hydrometeorological factor is constructed for each monitoring site based on monthly precipitation estimates obtained by means of a rain gauge network associated with stochastic interpolation (Kriging). A linear state-space model is fitted for each homogeneous group (obtained by clustering techniques) of water monitoring sites. The adjustment of linear state-space models is performed by using distribution-free estimators developed in a separate section.
“…This is difficult to visualize and small differences between system states are disregarded. Some authors combine SOMs with nonlinear projection methods to capture the temporal aspect of system state development (Bernataviciene et al 2006;Mustonen et al 2008;Lischeid 2009). To emphasize the temporal resolution and visualization of variation in the original data set, especially over time, the output of the SOMs were further subjected to the Sammon's mapping algorithm (Sammon 1969).…”
Groundwater extracted from alluvial aquifers close to rivers is vulnerable to contamination by infiltrating river water. Infiltration is often increased during high discharge events, when the levels of waterborne pathogens are also increased. Water suppliers with low-level treatment thus rely on alternative measures derived from information on system state to manage the resource and maintain drinking-water quality. In this study, a combination of Self-Organizing Maps and Sammon's Mapping (SOM-SM) was used as a proxy analysis of a multivariate time-series to detect critical system states whereby contamination of the drinking water extraction wells is imminent. Groundwater head, temperature and electrical conductivity time-series from groundwater observation wells were analysed using the SOM-SM method. Independent measurements (spectral absorption coefficient, turbidity, particle density and river stage) were used. This approach can identify critical system states and can be integrated into an adaptive, online, automated groundwater-management process.
“…The coordinates of localities were determined by GPS (Hand-held Gamin eTrex 30 GPS receiver). A PCA reduces the number of dimensions in the data set, while not losing detail or underlying patterns observed in some or all of the observation wells (Lischeid, 2009). The methodology is based on correlation coefficients of the data matrix.…”
Water is essential for the survival of all known forms of life The cd, al, zn, pb, cr, cu concentrations in surface water was ranged between 0.1183-0.775 ppb, 13.94-255.86 ppb, 1.059-31.44 ppb, 0.078-5.34 ppb, 0.00156-3.50 ppb and 3.11-14.44
scite is a Brooklyn-based organization that helps researchers better discover and understand research articles through Smart Citations–citations that display the context of the citation and describe whether the article provides supporting or contrasting evidence. scite is used by students and researchers from around the world and is funded in part by the National Science Foundation and the National Institute on Drug Abuse of the National Institutes of Health.