Piecewise bounding and Integer Linear Programming for the optimal management of a water pumping and desalination process
Résumé
The problem considered is the optimization of water production for autonomous water pump- ing and desalination units supplied by renewable energy sources, designed to be a viable solution to fresh water scarcity for remote areas. Non-linear gyrators as well as the non-linear efficiency of energy and flow transfers model the mechanical-hydraulic power conversion sys- tems involved. This paper presents a generic formulation and resolution algorithms based on piece-wise bounding and integer linear programming to solve to optimality the global optimization problem of finding an optimal energy management strategy.
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