A Study of Optimal Design Problem for the Applied Consecutive-k System with Dependent Components

本文研究了一个具有依赖成分的应用连续k系统的优化设计问题（特别是组件的优化布置问题）。考虑了一个多状态连续-k / n:F系统的最优组件排列问题，该系统的状态期望是最大的。针对这些问题，我们得到了布置最优的条件，提出了用模拟退火法求解拟最优布置的元启发式方法。并且，利用1)和2)的结果，我们可以解决以下主题：3)多周期有限环模型的最优分配问题。多目标网络问题pareto解的高效求解算法。

This study considered the optimal design problem (especially, optimal arrangement problem of components) of an applied consecutive-k system with dependent components.We considered optimal component arrangement problem of a multi-state consecutive-k-out-of-n:F system, in which the expectation of system state are maximized. For these problems, we obtained 1) the conditions of making an arrangement optimal, developed 2) Meta-heuristic approach for pseudo-optimal arrangement by simulated-annealing. And, by utilizing results for 1) and 2), we can solve the following other theme: 3) Optimal assignment problem in a limited-cycle model with multiple periods. 4) Efficient algorithm for obtaining Pareto-solutions of multi-objective network problem.