sharifi, M., Pourkarim Guilani, P., shahriari, M. (2016). Using NSGA II Algorithm for a Three Objectives Redundancy Allocation Problem with k-out-of-n Sub-Systems. Journal of Optimization in Industrial Engineering, 9(19), 87-96. doi: 10.22094/joie.2016.224
mani sharifi; Pedram Pourkarim Guilani; mohammadreza shahriari. "Using NSGA II Algorithm for a Three Objectives Redundancy Allocation Problem with k-out-of-n Sub-Systems". Journal of Optimization in Industrial Engineering, 9, 19, 2016, 87-96. doi: 10.22094/joie.2016.224
sharifi, M., Pourkarim Guilani, P., shahriari, M. (2016). 'Using NSGA II Algorithm for a Three Objectives Redundancy Allocation Problem with k-out-of-n Sub-Systems', Journal of Optimization in Industrial Engineering, 9(19), pp. 87-96. doi: 10.22094/joie.2016.224
sharifi, M., Pourkarim Guilani, P., shahriari, M. Using NSGA II Algorithm for a Three Objectives Redundancy Allocation Problem with k-out-of-n Sub-Systems. Journal of Optimization in Industrial Engineering, 2016; 9(19): 87-96. doi: 10.22094/joie.2016.224
Using NSGA II Algorithm for a Three Objectives Redundancy Allocation Problem with k-out-of-n Sub-Systems
1Assistant professor, Faculty of Industrial & Mechanical Engineering, Qazvin Branch, Islamic Azad University of Qazvin, Qazvin, Iran
2MS Student, Faculty of Industrial & Mechanical Engineering, Qazvin Branch, Islamic Azad University of Qazvin, Qazvin, Iran
3Assistant Professor, Faculty of Management, South Tehran Branch, Islamic Azad University, Tehran, Iran
Abstract
in the new production systems, finding a way to improving the product and system reliability in design is a very important. The reliability of the products and systems may improve using different methods. One of this methods is redundancy allocation problem. In this problem by adding redundant component to sub-systems under some constraints, the reliability improved. In this paper we worked on a three objectives redundancy allocation problem. The objectives are maximizing system reliability and minimizing the system cost and weight. The structure of sub-systems are k-out-of-n and the components have constant failure rate. Because this problem belongs to Np. Hard problems, we used NSGA II multi-objective Meta-heuristic algorithm to solving the presented problem.
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