Genetic algorithm for non-linear mixed integer programming problems and its applications
Computers and Industrial Engineering
A linear approximation for redundant reliability problems with multiple component choices
Computers and Industrial Engineering
Immune algorithms-based approach for redundant reliability problems with multiple component choices
Computers in Industry - Special issue: Application of genetics algorithms in industry
Using cooperative particle swarm for optimizing the engineering design problems
ACE'10 Proceedings of the 9th WSEAS international conference on Applications of computer engineering
Using CPSO for the engineering optimization problems
WSEAS Transactions on Mathematics
Using CPSO for the engineering optimization problems
ICCOMP'10 Proceedings of the 14th WSEAS international conference on Computers: part of the 14th WSEAS CSCC multiconference - Volume II
Mathematics and Computers in Simulation
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This paper considers nonlinearly mixed integer reliability design problems in which both the number of redundancy components and the corresponding reliability of each component in each subsystem are to be decided simultaneously so as to maximize the system reliability. The reliability design problems have been studied in the literature for decades, usually using mathematical programming or heuristic/metaheuristic optimization approaches. The difficulties encountered for both methodologies are to maintain feasibility with respect to three nonlinear constraints, namely, cost and weight constraints, and constraints on the products of volume and weight. A penalty-guided particle swarm optimization approach is presented for solving the mixed integer reliability design problems. It can efficiently and effectively search over promising feasible and infeasible regions to find the feasible optimal or near optimal solution. Numerical examples indicate that the proposed approach performs better than other approaches for four reliability-redundant allocation design problems considered in this paper.