Achieving water quality system reliability using genetic algorithms

Journal of Environmental Engineering

Volumn 126, Issue 10, 2000, Pages 954-962

  Vasquez, J A ^a   Maier, H R ^a   Lence, B J ^a   Tolson, B A ^a   Foschi, R O ^a  

^a UNIVERSITY OF BRITISH COLUMBIA   (Canada)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTER SIMULATION; FUNCTIONS; GENETIC ALGORITHMS; MONTE CARLO METHODS; OPTIMIZATION; PROBABILITY; SENSITIVITY ANALYSIS; STANDARDS; STREAM FLOW; WATER AERATION;

FIRST-ORDER RELIABILITY METHOD (FORM); OBJECTIVE FUNCTIONS; REAERATION COEFFICIENT;

WATER QUALITY;

COST-BENEFIT ANALYSIS; GENETIC ALGORITHM; OPTIMIZATION; RELIABILITY ANALYSIS; WATER QUALITY; WATER TREATMENT;

EID: 0034302507     PISSN: 07339372     EISSN: None     Source Type: Journal    
DOI: 10.1061/(ASCE)0733-9372(2000)126:10(954)     Document Type: Article

References (47)

1. Waste load allocation using genetic algorithms
2. Management of water resources using improved genetic algorithms
3. Using genetic algorithms to solve a multiobjective groundwater monitoring problem
4. Predictors of ecosystem health
5. Structural reliability under incomplete probability information
6. On the definition of droughts
7. System framework for engineering risk analysis
8. RELAN: Reliability analysis
9. Air quality planning: A general chance-constraint model
10. Genetic algorithms in pipeline optimization
11. Water network rehabilitation with structured messy genetic algorithms
12. Reliability, resiliency, and vulnerability criteria for water resource system performance evaluation
13. Comparison of the propane area tracer method and predictive equations for determination of stream-reaeration coefficients on two small streams in Wisconsin
14. Seasonal static transferable discharge permits for the control of biochemical oxygen demand in the Willamette River
15. Renewal theory criteria of evaluation of water-resource systems. Reliability and resilience
16. The Willamette-A river in peril
17. Risk equivalent seasonal discharge programs for multidischarger streams
18. The optimal allocation of stream dissolved oxygen resources
19. The optimal allocation of stream dissolved oxygen
20. Stochastic programming model for water quality management in a river
21. Probabilistic models for predicting stream quality
22. Genetic algorithm solution of groundwater-management models
23. Improved first-order uncertainty method for water-quality modeling
24. Key sources of uncertainty in QUAL2E model of Passaic River
25. Genetic algorithms for calibrating water quality models
26. Mechanisms of reaeration in natural streams
27. Operating rules for multireservoir systems
28. Processes controlling dissolved oxygen and pH in the upper Willamette River basin, Oregon, 1994
29. Structural reliability under combined random load sequences
30. Linear programming applied to water quality management
31. Using genetic algorithms to solve a multiple-objective groundwater pollution containment-problem
32. First-order reliability approach to stochastic analysis of subsurface flow and contaminant transport
33. The first-order reliability method of predicting cumulative mass flux in heterogeneous porous formations
34. DO model uncertainty with correlated inputs
35. Uncertainty analysis for environmental management models: Application of the generalized sensitivity analysis
36. Willamette River basin water quality study: Willamette River dissolved oxygen modeling component
37. First-order reliability method for estimating reliability, vulnerability, and resilience in water quality management
38. Evaluating the probability of violating dissolved oxygen standard
39. A Bayesian framework for the use of regional information in hydrology
40. Reliable aquifer remediation in the presence of spatially variable hydraulic conductivity: From data to design
41. The genetic algorithm and its application to calibrating conceptual rainfall-runoff models
42. A system analysis method for water quality management by flow augmentation
43. In-stream deoxygenation rate prediction
44. Reliability-based optimal design of water distribution networks