Abstract
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.
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Affolter A, Huggenberger P, Scheidler S, Epting J (2010) Adaptive groundwater management in urban areas: effect of surface water-groundwater interaction using the example of artificial groundwater recharge and in- and exfiltration of the river Birs (Switzerland). Grundwasser 15(3):147–161
Auckenthaler A, Raso G, Huggenberger P (2002) Particle transport in a karst aquifer: natural and artificial tracer experiments with bacteria, bacteriophages and microspheres. Water Sci Technol 46(3):131–138
Bernataviciene J, Dzemyda G, Kurasova O, Marcinkevicius V (2006) Optimal decisions in combining the SOM with nonlinear projection methods. Eur J Oper Res 173(3):729–745
Camplani M, Cannas B, Fanni A, Pautasso G, Sias G, Sonato P, Asdex Upgrade Team (2009) Tracking of the plasma states in a nuclear fusion device using SOMs. In: Engineering Applications of Neural Networks. Brown DP, Draganova C, Pimenidis E, Mouratidis H (eds.) Communications in Computer and Information Science 43, 430–437
Cirpka OA, Fienen MN, Hofer M, Hoehn E, Tessarini A, Kipfer R, Kitanidis PK (2007) Analyzing bank filtration by deconvoluting time series of electric conductivity. Ground Water 45(3):318–328
Corona F, Mulas M, Baratti R, Romagnoli JA (2010) On the topological modeling and analysis of industrial process data using the SOM. Comput Chem Eng 34(12):2022–2032
Dash RR, Prakash EVPB, Kumar P, Mehrotra I, Sandhu C, Grishek T (2010) River bank filtration in Hardiwar, India: removal of turbidity, organics and bacteria. Hydrogeol J 18(4):973–983
Dominguez M, Fuertes JJ, Reguera P, Diaz I, Cuadrado AA (2007) Internet-based remote supervision of industrial processes using Self-Organizing maps. Eng Appl Artif Intel 20(6):757–765
Fuertes JJ, Dominguez M, Reguera P, Prada MA, Diaz I, Cuadrado AA (2010) Visual dynamic model based on self-organizing maps for supervision and fault detection in industrial processes. Eng Appl Artif Intel 23:8–17
Iglesias C, Martinez TJ, Garcia Nieto PJ, Alonso Fernandez JR, Diaz Muniz C, Pineiro JI, Taboada J (2014) Turbidity prediction in a river basin by using artificial neural networks: a case study in Northern Spain. Water Resour Manag 28(2):319–331
Kohonen T (2001) Self-organizing maps. Springer
Kolehmainen M, Ronkko P, Raatikainen A (2003) Monitoring of yeast fermentation by ion mobility spectrometry measurement and data visualisation with self-organizing maps. Anal Chim Acta 484(1):93–100
Lewandowski J, Lischeid G, Nützmann G (2009) Drivers of water level fluctuations and hydrological exchange between groundwater and surface water at the lowland River Spree (Germany): filed study and statistical analysis. Hydrol Process 23(15):2117–2128
Lischeid G (2009) Non-linear visualization and analysis of large water quality data sets: a model-free basis for efficient monitoring and risk assessment. Stochastic Envir Res Risk Assess 23(7):977–990
Mustonen SM, Tissari S, Huikko M, Kolehmainen M, Lehtola MJ, Hirvonen A (2008) Evaluating online data of water quality changes in a pilot drinking water distribution system with multivariate data exploration methods. Water Res 42(10–11):2421–2430
O’Flynn B, Regan F, Lawlor A, Wallace J, Torres J, O’Mathuna C (2010) Experiences and recommendations in deploying a real-time, water quality monitoring system. Meas Sci Technol 21(124004):10
Page RM, Lischeid G, Epting J, Huggenberger P (2012) Principal component analysis of time series for identifying indicator variables for riverine groundwater extraction management. J Hydrol 432–433:137–144
Postolache OA, Silva Girão PMB, Dias Pereia JM, Geirinhas Ramos HM (2005) Self-organizing maps application in a remote water quality monitoring system. IEEE Trans Instrum Meas 54(1):322–329
Pronk M, Goldscheider N, Zopfi J (2007) Particle-size distribution as indicator for faecal bacteria contamination of drinking water from karst springs. Environ Sci Tech 42(24):8400–8405
Regli C, Rauber M, Huggenberger P (2003) Analysis of aquifer hetereogeneity within a well capture zone, comparison of model data with field experiments: a case study from the river Wiese, Switzerland. Aquat Sci 65(2):111–128
Sammon J (1969) A nonlinear mapping for data structure analysis. IEEE Trans Comput C18(5):401–409
Stadler H, Klock E, Skritek P, Mach RL, Zerobin W, Farnleitner AH (2010) The spectral absorption coefficient at 254 nm as a real-time early warning proxy for detecting faecal pollution events at alpine karst water resources. Water Sci Technol 62(8):1898–1906
Stefanovic N, Radojevic I, Ostojic A, Comic L, Topuzovi M (2015) Composite Web information system for management of water resources. Water Resour Manag 29:2285–2301
Taylor R, Cronin A, Pedley S, Barker J, Atkinson T (2004) The implications of groundwater velocity variations on microbial transport and wellhead protection—review of field evidence. FEMS Microbiol Ecol 49(1):17–26
Vesanto J, Alhoniemi E (2000) Clustering of the self-organizing map. IEEE Trans Neural Netw 11(3):586–600
Vesanto J, Himberg J, Alhoniemi E, Parhankangas J (2000) SOM toolbox for Matlab 5. Helsinki University of Technology, Finland
Zektser IS, Everett LG (2004) Groundwater resources of the world and their use. UNESCO IHP-VI, Series on Groundwater No.6
Acknowledgments
The authors thank Stefan Scheidler from the Applied and Environmental Geology Group, University of Basel, Endress+Hauser Metso AG and the Waterworks Reinach and Surroundings (WWRuU) for their support. This work was funded by the Swiss Innovation Promotion Agency CTI (projects number 8999.1 PFIW-IW and 12611.2 PFIW-IW) and the Freiwillige Akademische Gesellschaft Basel.
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Page, R.M., Huggenberger, P. & Lischeid, G. Multivariate Analysis of Groundwater-Quality Time-Series Using Self-organizing Maps and Sammon’s Mapping. Water Resour Manage 29, 3957–3970 (2015). https://doi.org/10.1007/s11269-015-1039-2
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DOI: https://doi.org/10.1007/s11269-015-1039-2