装备战损率与损坏率关系研究

装备的损坏率是决定装备维修保障的重要依据,通过对装备战损率及其分布的分析,给出了在维修机构修复能力一定的条件下相应的损坏率及其分布的模型,可为装备维修保障提供决策。     

基于排队论的战时装备维修保障人员需求确定方法

根据战时装备维修保障特点,合理构设装备维修过程和条件,运用排队理论建立了伴随维修保障和定点维修保障两种方式下的排队系统;通过分析选择两种保障方式下的维修效率衡量标准,最终获得确定战时装备维修保障人员需求的方法,为战时装备保障筹划提供参考依据。     

面向装备全寿命周期的维修发展新特点及技术体系

针对新技术发展及军事装备保障需求变化对装备维修保障的影响,以装备全系统、全寿命的观点,探讨了装备维修发展的新特点,构建了面向装备全寿命周期的新型维修技术体系,并综述了基于信息的先进维修技术发展方向,为装备维修保障研究提供了参考。     

油料装备智能维修决策系统研究

在分析油料装备维修管理特点的基础上，提出油料装备智能维修决策系统体系结构，论述模型库与知识库的构建方法，描述维修推理机工作原理。针对油料装备故障诊断信息具有模糊性的特点，建立油料装备故障智能模糊诊断模型，论述故障诊断模糊规则、模糊推理步骤、模糊算子定义及其推理方式。对维修策略决策的主要影响因素进行分析，以使油料装备稳定性及经济性、维修周期达到最佳为维修策略目标，构建油料装备维修策略模型，论述维修策略原则和模型工作流程。油料装备智能维修决策系统的研究，对提高油料装备维修科学化和智能化水平，加强油料装备保障力度具有重要意义。     

基于CA与MAS的军用装备维修保障建模仿真

在装备维修保障建模仿真中引入元胞自动机(CA)与多智能体系统(M A S),提出了基于CA与M A S的装备维修保障系统双层结构建模框架,设计了系统的环境模型和主要A gen t模型。采用N etlogo平台开发了装备维修保障仿真系统,通过实例仿真分析了不同维修协作策略对系统整体效能的影响方式及程度,得出信息化条件下通过实施区域化的协作保障可以提高维修保障效率、节约维修资源的结论。     

新型装备维修任务分配与保障资源规划分析方法研究

新型装备列装部队,对部队维修保障能力建设提出了更高更新的要求。为加速新型装备战斗力形成,急需一套科学、合理的方法用以确定装备维修任务和规划维修保障资源配置。针对这一问题,本文紧密结合我军实际,构建了新型装备维修任务分配与保障资源规划分析方法体系,规范了新型装备维修分析流程,并对分析过程中的关键技术进行了研究,最后开发了计算机辅助决策分析系统。     

长周期服役系统可靠性与维修成本评估

军用飞机等武器装备系统日趋复杂,武器装备系统的故障规律也越来越复杂。维修是保持武器装备质量特性的重要手段,合理的度量维修行为对可靠性以及维修成本的影响,是衡量装备保障效能,预计装备可靠性的必要基础,也是装备在役考核的重要内容。基于复杂装备的服役数据,采用Gamma分布模型拟合其寿命分布,并结合装备的实际维修过程,设计正态分布的役龄回退模型度量装备的随机维修效果,在此基础上构建了定周期预防性维修和机会维修的装备维修成本模型。以某型飞机舰载信息探测系统为例进行了算法验证,分别对构建的寿命分布模型、不完全维修模型以及维修成本模型进行了比较。结果表明:该方法可更加准确地反映出装备在实际服役环境下的可靠性水平、维修效果和维修成本。研究方法和结果可为复杂装备在使用、保障、在役考核以及改进设计等提供决策方法和依据。     

基于系统动力学的航天装备军民融合维修保障运行研究

为推动航天领域军民融合深度发展,提升航天装备维修保障能力,结合系统动力学的基本原理与仿真流程,构建了航天装备军民融合维修保障运行的系统动力学模型,并通过典型航天装备的维修保障任务实例,利用Vensim软件实现基于系统力学的航天装备军民融合维修保障仿真实验。结果表明:该方法可为决策部门建立和完善航天装备军民融合维修保障运行机制提供科学依据和决策参考。     

面向任务的装备维修保障力量解聚方法

针对传统的装备维修保障力量派遣模糊、效率低下等问题,以受损装备为研究对象,以装备受损部位与维修专业之间的关系矩阵、修复受损装备时限为研究内容,以快速、精确派遣维修保障力量为研究目的,建立了面向任务的装备维修保障力量解聚模型。最后,重点分析并实例应用了装备维修保障力量解聚方法。     

基于任意分布随机Petri网的装备维修保障建模与分析

通过将任意分布随机Petri网的基本理论和算法应用到装备维修保障的建模与分析,建立了维修保障系统的任意随机Petri网模型,实现了随机Petri网中变换概率服从指数分布的限制.根据实际系统中相关数据的统计分析和经验估计,以便为利用矩姆函数分析方法对维修保障系统的性能进行分析,为维修保障决策层提供参考,获得了一些有价值的性能指标信息.     

Optimal admission pricing policies for M/Ek/1 queues

This paper extends the Low-Lippman M/M/1 model to the case of Gamma service times. Specifically, we have a queue in which arrivals are Poisson, service time is Gamma-distributed, and the arrival rate to the system is subject to setting an admission fee p. The arrival rate λ(p) is non-increasing in p. We prove that the optimal admission fee p^* is a non-decreasing function of the customer work load on the server. The proof is for an infinite capacity queue and holds for the infinite horizon continuous time Markov decision process. In the special case of exponential service time, we extend the Low-Lippman model to include a state-dependent service rate and service cost structure (for finite or infinite time horizon and queue capacity). Relatively recent dynamic programming techniques are employed throughout the paper. Due to the large class of functions represented by the Gamma family, the extension is of interest and utility.     

The effect of prior assumptions on the expected cost of m/m/1 queueing systems with unknown arrival rate

In this study we deal with the determination of optimal service rate in an M/M/1 queue. The arrival rate is unknown and assumed to be a random variable with a known distribution function. Holding and operating costs are considered and service rate is determined to minimize total expected discounted costs for infinite horizon. The effects of the arrival rate's distribution properties on the characteristics of the system are examined.     

Statistical tests for exponential service from m/g/1 waiting-time data

From an original motivation in quantitative inventory modeling, we develop methods for testing the hypothesis that the service times of an M/G/1 queue are exponentially distributed, given a sequence of observations of customer line and/or system waits. The approaches are mostly extensions of the well-known exponential goodness-of-fit test popularized by Gnedenko, which results from the observation that the sum of a random exponential sample is Erlang distributed and thus that the quotient of two independent exponential sample means is F distributed.     

多属性决策的战时集群装备维修保障需求优先级评估

集群装备维修保障需求优先级评估是战时集群装备维修保障决策的前提和基础.通过对集群装备维修保障需求的分析和量化,依据多属性决策理论和方法,建立了集群装备维修保障需求优先级评估的属性集和模型,把战损装备的客观信息与决策者的主观权重偏好信息有机集成,并通过示例介绍了集群装备抢修排序的求解过程.研究结果表明,该方法是可行有效的...     

随机环境中的M/MY/1排队系统

文献［４］讨论了随机环境中的Ｍ／Ｍ／１排队模型，本文提出和讨论随机环境中的Ｍ／Ｍｙ／１排队模型，在统计平衡条件下给出了队长和等待队长的平稳分布以及平均队长和平均等待队长，得到了等待时间和逗留时间分布以及平均等待时间和平均逗留时间。     

考虑修理工可变休假的n中取k系统可靠性模型

针对装备保障中维修调度对装备训练及可靠性的影响,将支队级修理所保障多艘舰船维修工作的情况抽象为单一维修台保障多个系统的维修力量调度分配,引入修理工可变休假策略对其进行描述,以装备结构中常见的n中取k系统为研究对象,针对以往研究利用指数分布等典型分布导致模型约束条件过于严格的问题,利用连续Phase-type分布描述了系统相关随机变量,构建系统可靠性解析模型,通过算例验证了模型适用性,模拟分析了修理工有无休假、修理工休假速率等相关因子对系统运行指标产生的各种影响。算例结果表明,该可靠性模型可以有效复现维修力量调度对n中取k系统可靠性的影响,可为修理工休假次数的合理安排、系统部件数量的优化配置提供理论基础和实践参考。     

Stochastic analysis of a single server retrial queue with general retrial times

Retrial queueing systems are widely used in teletraffic theory and computer and communication networks. Although there has been a rapid growth in the literature on retrial queueing systems, the research on retrial queues with nonexponential retrial times is very limited. This paper is concerned with the analytical treatment of an M/G/1 retrial queue with general retrial times. Our queueing model is different from most single server retrial queueing models in several respectives. First, customers who find the server busy are queued in the orbit in accordance with an FCFS (first‐come‐first‐served) discipline and only the customer at the head of the queue is allowed for access to the server. Besides, a retrial time begins (if applicable) only when the server completes a service rather upon a service attempt failure. We carry out an extensive analysis of the queue, including a necessary and sufficient condition for the system to be stable, the steady state distribution of the server state and the orbit length, the waiting time distribution, the busy period, and other related quantities. Finally, we study the joint distribution of the server state and the orbit length in non‐stationary regime. © 1999 John Wiley & Sons, Inc. Naval Research Logistics 46: 561–581, 1999     

Queues with stochastic service rates

The purpose of this paper is to explore an extension of the output discipline for the Poisson input, general output, single channel, first-come, first-served queueing system. The service time parameter, μ, is instead considered a random variable, M. In other words, the service time random variable, T, is to be conditioned by a parameter random variable, M. Therefore, if the distribution function of M is denoted by F_M(μ) and the known conditional service time distribution as B(t |_μ), then the unconditional service distribution is given by B(t) = Pr {T ≤ t}. = ∫_-∞^∞ B(t |_μ) dF_M(μ). Results are obtained that characterize queue size and waiting time using the imbedded Markov chain approach. Expressions are derived for the expected queue length and Laplace-Stieltjes transforms of the steady-state waiting time when conditional service times are exponential. More specific results are found for three special distributions of M: (1) uniform on [1.2]; (2) two-point; and (3) gamma.     

基于Stateflow的排队系统仿真方法

论述了排队系统与Stateflow相关概念，利用有限状态机理论与面向对象编程思想，提出了建立基于Stateflow排队系统模型的分析步骤，阐述了应用Stateflow对排队系统进行建模与仿真的方法，使用Stateflow对M／M／1／∞／∞／FIFO类型排队系统进行了具体的建模与仿真。仿真结果表明，基于Stateflow的模型与仿真能够有效地描述排队系统的统计特性，并具有可视化、流程化和层次化的特点。     

伴随维修组维修模型聚合方法

面向装备维修保障系统的多分辨率建模问题,提出了一种装备维修模型的聚合方法,为装备维修保障系统模型的聚合研究提供了一种新的思路。该方法通过聚合故障输入和推理维修状态实现维修模型的聚合。最后通过基于MATLAB的仿真实验验证了该方法的可行性。通过实例验证可以看出,该方法缩短了仿真时间,减少了复杂系统底层建模的工作量。