系统工程与电子技术
繫統工程與電子技術
계통공정여전자기술
SYSTEMS ENGINEERING AND ELECTRONICS
2015年
7期
1581-1586
,共6页
王亚彬%赵建民%程中华%王建增
王亞彬%趙建民%程中華%王建增
왕아빈%조건민%정중화%왕건증
多目标粒子群优化方法%备件%配置%优化%保障度
多目標粒子群優化方法%備件%配置%優化%保障度
다목표입자군우화방법%비건%배치%우화%보장도
multiple objective particle swarm optimization (MOPSO)%spare parts%allocation%optimiza-tion%support probability
备件是装备保障的重要物质基础,合理规划备件的配置方案是提高装备保障效能的关键。针对多级保障系统备件配置优化的高维、非线性问题,构建了以备件保障度最大、保障费用最小为目标函数,以其他准则为约束条件的优化配置模型。面向优化模型求解的难题,在传统粒子群算法的基础上,提出了一种改进的粒子群求解算法,给出了该算法的设计思路和优化流程,采用基于准则的方法以及改进惯性权重等措施,以两个目标作为引导,在备件配置方案生成时可以避免长时间的无效搜索,提高了粒子群优化算法的求解效率,最后通过算例证明该方法的可行性和有效性。
備件是裝備保障的重要物質基礎,閤理規劃備件的配置方案是提高裝備保障效能的關鍵。針對多級保障繫統備件配置優化的高維、非線性問題,構建瞭以備件保障度最大、保障費用最小為目標函數,以其他準則為約束條件的優化配置模型。麵嚮優化模型求解的難題,在傳統粒子群算法的基礎上,提齣瞭一種改進的粒子群求解算法,給齣瞭該算法的設計思路和優化流程,採用基于準則的方法以及改進慣性權重等措施,以兩箇目標作為引導,在備件配置方案生成時可以避免長時間的無效搜索,提高瞭粒子群優化算法的求解效率,最後通過算例證明該方法的可行性和有效性。
비건시장비보장적중요물질기출,합리규화비건적배치방안시제고장비보장효능적관건。침대다급보장계통비건배치우화적고유、비선성문제,구건료이비건보장도최대、보장비용최소위목표함수,이기타준칙위약속조건적우화배치모형。면향우화모형구해적난제,재전통입자군산법적기출상,제출료일충개진적입자군구해산법,급출료해산법적설계사로화우화류정,채용기우준칙적방법이급개진관성권중등조시,이량개목표작위인도,재비건배치방안생성시가이피면장시간적무효수색,제고료입자군우화산법적구해효솔,최후통과산예증명해방법적가행성화유효성。
Spare parts is a key component of equipment support,and a reasonable allocation plan of spare parts is the key factor for improving the efficacy of equipment support.Spare parts allocation and optimization in a multi-echelon support system presents difficult problems,which involves non-linear objective function and in-teger variables to be optimized.A multi-objective optimization model is developed,which maximizes support probability and minimizes support costs.In order to obtain the solution of the model,an improved multi-objec-tive particle swarm optimization (MOPSO)method is employed,based on the traditional particle swarm meth-od.The design idea and optimization procedure of this algorithm are put forward,rule based and inertia weigh improving method are introduced.In this method,dimensions reduction and rules-based multi-objective optimi-zation are employed,which can improve the solving efficiency for the MOPSO method.At last,a numerical ex-ample is given,which examines the feasibility and validity of this method.