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Regional Sewerage Planning by Mixed Integer Programming
A mixed integer programming model is presented for determining the location, timing, and scale of regional wastewater treatment plants, sewers, and pumping stations. The model takes account of existing wastewater facilities and includes operating as well as construction costs. Concave cost equations are approximated by fixed charge functions. The model is applied to the Upper Neshaminy Creek Basin in Pennsylvania which includes 18 plantsites and 19 sewers.
Regional Sewerage Planning by Mixed Integer Programming
A mixed integer programming model is presented for determining the location, timing, and scale of regional wastewater treatment plants, sewers, and pumping stations. The model takes account of existing wastewater facilities and includes operating as well as construction costs. Concave cost equations are approximated by fixed charge functions. The model is applied to the Upper Neshaminy Creek Basin in Pennsylvania which includes 18 plantsites and 19 sewers.
Regional Sewerage Planning by Mixed Integer Programming
D. T. Lauria (Autor:in)
1975
58 pages
Report
Keine Angabe
Englisch
Water Pollution & Control , Regional Administration & Planning , Sewers , Pumping stations , Sewage treatment , Regional planning , Mathematical models , Operating costs , Construction costs , Force mains , Sites , Fixed costs , Linear programming , Neshaminy Creek Basin , Pennsylvania , Sewage treatment plants , Integer programming , Branch and bound method
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