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A multi-objective approach to Redundancy Allocation Problem in parallel-series systems

机译:并行系统中冗余分配问题的多目标方法

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The Redundancy Allocation Problem (RAP) is a kind of reliability optimization problems. It involves the selection of components with appropriate levels of redundancy or reliability to maximize the system reliability under some predefined constraints. We can formulate the RAP as a combinatorial problem when just considering the redundancy level, while as a continuous problem when considering the reliability level. The RAP employed in this paper is that kind of combinatorial optimization problems. During the past thirty years, there have already been a number of investigations on RAP. However, these investigations often treat RAP as a single objective problem with the only goal to maximize the system reliability (or minimize the designing cost). In this paper, we regard RAP as a multi-objective optimization problem: the reliability of the system and the corresponding designing cost are considered as two different objectives. Consequently, we can utilize a classical Multi-objective Evolutionary Algorithm (MOEA), named Non-dominated Sorting Genetic Algorithm II (NSGA-II), to cope with this multi-objective redundancy allocation problem (MORAP) under a number of constraints. The experimental results demonstrate that the multi-objective evolutionary approach can provide more promising solutions in comparison with two widely used single-objective approaches on two parallel-series systems which are frequently studied in the field of reliability optimization.
机译:冗余分配问题(RAP)是一种可靠性优化问题。它涉及选择具有适当冗余度或可靠性级别的组件,以在某些预定义的约束条件下最大化系统可靠性。仅考虑冗余级别时,我们可以将RAP表示为组合问题,而考虑可靠性级别时,可以将其表示为连续问题。本文采用的RAP就是这种组合优化问题。在过去的三十年中,已经对RAP进行了许多调查。但是,这些研究通常将RAP视为一个单一目标问题,其唯一目标是最大化系统可靠性(或最小化设计成本)。在本文中,我们将RAP视为一个多目标优化问题:系统的可靠性和相应的设计成本被视为两个不同的目标。因此,我们可以利用经典的多目标进化算法(MOEA),称为非主导排序遗传算法II(NSGA-II),在许多约束条件下解决该多目标冗余分配问题(MORAP)。实验结果表明,与在可靠性优化领域中经常研究的两个并行系列系统中的两种广泛使用的单目标方法相比,多目标进化方法可以提供更有希望的解决方案。

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