| Article ID | Journal | Published Year | Pages | File Type |
|---|---|---|---|---|
| 1134598 | Computers & Industrial Engineering | 2012 | 9 Pages |
In most of the real world design or decision making problems involving reliability optimization, there are simultaneous optimization of multiple objectives such as the maximization of system reliability and the minimization of system cost, weight and volume. In this paper, our goal is to solve the constrained multi-objective reliability optimization problem of a system with interval valued reliability of each component by maximizing the system reliability and minimizing the system cost under several constraints. For this purpose, four different multi-objective optimization problems have been formulated with the help of interval mathematics and our newly proposed order relations of interval valued numbers. Then these optimization problems have been solved by advanced genetic algorithm and the concept of Pareto optimality. Finally, to illustrate and also to compare the results, a numerical example has been solved.
► We propose multi-objective reliability optimization problem in interval environment. ► We propose the definition of Pareto optimality in interval environment. ► Development of a real coded elitist GA with interval fitness function. ► Investigation of the performance of the proposed techniques through sensitivity analyses.
