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Mathematical model for water pollution control studies
Methodology is proposed for studying physical, economic, and administrative interrelationships of water-pollution control programs; mathematical model is constructed for stretch of river where bordering populations and industries use flowing water for municipal water supply; procedures are used for evaluation of characteristics to facilitate repetitive calculations; model is programmed for electronic computer; techniques are developed to obtain water pollution control plans that are optimal or nonoptimal with respect to cost; it appears that objectives for river water quality can be met at lower basin cost with various levels of sewage treatment for plants at different locations, than with uniform requirement.
Mathematical model for water pollution control studies
Methodology is proposed for studying physical, economic, and administrative interrelationships of water-pollution control programs; mathematical model is constructed for stretch of river where bordering populations and industries use flowing water for municipal water supply; procedures are used for evaluation of characteristics to facilitate repetitive calculations; model is programmed for electronic computer; techniques are developed to obtain water pollution control plans that are optimal or nonoptimal with respect to cost; it appears that objectives for river water quality can be met at lower basin cost with various levels of sewage treatment for plants at different locations, than with uniform requirement.
Mathematical model for water pollution control studies
ASCE -- Proc (J Sanitary Eng Div)
Goodman, A.S. (Autor:in) / Dobbins, W.E. (Autor:in)
1966
19 pages
Aufsatz (Zeitschrift)
Englisch
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