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Due to increased competition between companies, all costs involved in new projects have been taken into consideration in order to identify possible points of cost reduction. This paper aims to present a mathematical model and to perform various tests over different scenarios to study the impact in the optimal value of the objective function. Thus, each instance tested has the objective of point the model performance. We created 25 instances considering the stage of tests in order to study the solutions when varying the demand, cost allocation, cost of moving, the amount of packaging in the circuit and different groups of pieces. For the resolution of the model, we used the optimization solver Gurobi. The mathematical model aims to allocate pieces in packaging, so minimizing the total cost. The total cost involves handling and storage operations.

USO DE MODELO MATEMÁTICO DE ALOCAÇÃO DE PEÇAS PARA TESTES DE DIFERENTES CENÁRIOS