Mathematical and economic extrapolations on the model for optimal microgrid operation and its solution

Mixed-integer linear programming problems represent a large group of models that are widely constructed for optimization problems in Electric Power Systems Operation. An economical and financial analysis is obligatory for the obtained solution as being a part of the effective system planning and operation. In this paper a formal approach to such analysis is given having a combinatorial problem with binary variables designing the different states in the microgrid. The numerical example includes a detailed post-solution analysis made with Matlab® and LPSolve.