TY - GEN
T1 - Optimization of water quality sensor locations in water distribution systems considering imperfect mixing
AU - Kim, Joong Hoon
AU - Tran, Thi Van Thu
AU - Chung, Gunhui
PY - 2012
Y1 - 2012
N2 - Nowadays, the quality of water becomes an important concern as the demand of better life increases. The accidental or deliberate intrusion of pollutants which may cause serious damage to community health into water distribution systems is a common operational problem. Several different algorithms and objective functions have been proposed in previous studies regarding the optimal locations of water quality sensors. However, accurate water quality modeling is also an important factor when simulating contaminant propagation in water distribution systems as it may affect the optimal location of sensors. Therefore, in this study, two modeling approaches are evaluated and compared to determine the optimal sensor locations. The first model is the perfect mixing behavior at cross junctions embedded in the EPANET 2.0 program which is popularly employed in previous studies. Then, AZRED 1.0 program using the imperfect mixing behavior - a new program modified from the free source code of EPANET 2.0 by the University of Arizona - is used to compare the results with EPANET. Multi-Objective Genetic Algorithm (MOGA) using Pareto-ranking approach for evaluating fitness is also applied on a water distribution system having a small number of cross-junctions. As a result, the optimal water quality sensor locations are not considerably different in the applied system because the number of cross-junctions is not large enough to cause substantial variations on the pollutant propagations using EPANET and AZRED. The looped type network having large number of cross-junctions has to be applied in further study.
AB - Nowadays, the quality of water becomes an important concern as the demand of better life increases. The accidental or deliberate intrusion of pollutants which may cause serious damage to community health into water distribution systems is a common operational problem. Several different algorithms and objective functions have been proposed in previous studies regarding the optimal locations of water quality sensors. However, accurate water quality modeling is also an important factor when simulating contaminant propagation in water distribution systems as it may affect the optimal location of sensors. Therefore, in this study, two modeling approaches are evaluated and compared to determine the optimal sensor locations. The first model is the perfect mixing behavior at cross junctions embedded in the EPANET 2.0 program which is popularly employed in previous studies. Then, AZRED 1.0 program using the imperfect mixing behavior - a new program modified from the free source code of EPANET 2.0 by the University of Arizona - is used to compare the results with EPANET. Multi-Objective Genetic Algorithm (MOGA) using Pareto-ranking approach for evaluating fitness is also applied on a water distribution system having a small number of cross-junctions. As a result, the optimal water quality sensor locations are not considerably different in the applied system because the number of cross-junctions is not large enough to cause substantial variations on the pollutant propagations using EPANET and AZRED. The looped type network having large number of cross-junctions has to be applied in further study.
KW - Multi-objective Genetic Algorithm
KW - Pareto-ranking approach
KW - Water distribution systems
KW - Water quality modeling
KW - Water quality sensor location
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U2 - 10.1061/41203(425)30
DO - 10.1061/41203(425)30
M3 - Conference contribution
AN - SCOPUS:84862947158
SN - 9780784412039
T3 - Water Distribution Systems Analysis 2010 - Proceedings of the 12th International Conference, WDSA 2010
SP - 317
EP - 326
BT - Water Distribution Systems Analysis 2010 - Proceedings of the 12th International Conference, WDSA 2010
T2 - 12th Annual International Conference on Water Distribution Systems Analysis 2010, WDSA 2010
Y2 - 12 September 2010 through 15 September 2010
ER -