Development of Stochastic Distribution Model of Contaminated Water Treatment Complex
Abstract
The object of the research is the treatment facilities of the city of Nukus.Purpose of the study. The aim of the study is to develop and analyze mathematical models and algorithms for solving deterministic problems of polluted water purification, establishing the ratio of duality and optimality conditions, as well as establishing a marginal ratio for these tasks and determining the optimal size of costs for the purification of polluted water with various technological treatment schemes, development of a software package for solving deterministic problems of the complex for the purification of polluted waters.In general, on the research topic under study, theoretical studies were carried out to determine the optimality conditions for solving optimization problems and the stability of the deterministic model of the complex for the purification of polluted waters.The results of the study allow, determine the optimal size of the cost of treating polluted water with various technological treatment schemes.