应用边界交叉法的高超声速滑翔飞行器多目标轨迹优化

针对高超声速滑翔飞行器复杂约束条件下多目标轨迹设计问题,基于边界交叉法和伪谱法提出多目标轨迹优化方法。分析高超声速滑翔飞行器复杂约束轨迹优化问题的特点,提出多目标轨迹优化问题。采用边界交叉法和伪谱法将多目标轨迹优化问题转化为一组单目标优化子问题,利用非线性规划算法分别求解。在优化过程中,将已求解子问题的解作为下一个子问题的初始值,求解最大横程和最小峰值热流轨迹优化问题。仿真结果表明:所提方法能够有效搜索到优化轨迹的Pareto前沿,可以为高超声速滑翔飞行器轨迹设计提供参考。     

一种克服火控系统假定误差的方法

阐述了假定误差是当前高炮火控系统的最大误差 ,也是最难克服的误差 ,借鉴航空火控的热线原理 ,利用人对机动目标的模糊预测能力 ,提出了一种人机结合的火控系统工作原理。这是高炮火控系统克服假定误差的一种途径     

空战机动决策方法研究

在阐述空战机动决策作用的同时 ,分析对比了几种常用空战机动决策方法 :矩阵对策法、专家系统法、神经网络法和微分对策法等 ;在此基础上引入了一种新的空战机动决策方法——决策影响图法 ,并对其具体应用作了探讨。     

On the reduction of total‐cost and average‐cost MDPs to discounted MDPs

This article provides conditions under which total‐cost and average‐cost Markov decision processes (MDPs) can be reduced to discounted ones. Results are given for transient total‐cost MDPs with transition rates whose values may be greater than one, as well as for average‐cost MDPs with transition probabilities satisfying the condition that there is a state such that the expected time to reach it is uniformly bounded for all initial states and stationary policies. In particular, these reductions imply sufficient conditions for the validity of optimality equations and the existence of stationary optimal policies for MDPs with undiscounted total cost and average‐cost criteria. When the state and action sets are finite, these reductions lead to linear programming formulations and complexity estimates for MDPs under the aforementioned criteria.© 2017 Wiley Periodicals, Inc. Naval Research Logistics 66:38–56, 2019     

Maintaining systems with heterogeneous spare parts

We consider the problem of optimally maintaining a stochastically degrading, single‐unit system using heterogeneous spares of varying quality. The system's failures are unannounced; therefore, it is inspected periodically to determine its status (functioning or failed). The system continues in operation until it is either preventively or correctively maintained. The available maintenance options include perfect repair, which restores the system to an as‐good‐as‐new condition, and replacement with a randomly selected unit from the supply of heterogeneous spares. The objective is to minimize the total expected discounted maintenance costs over an infinite time horizon. We formulate the problem using a mixed observability Markov decision process (MOMDP) model in which the system's age is observable but its quality must be inferred. We show, under suitable conditions, the monotonicity of the optimal value function in the belief about the system quality and establish conditions under which finite preventive maintenance thresholds exist. A detailed computational study reveals that the optimal policy encourages exploration when the system's quality is uncertain; the policy is more exploitive when the quality is highly certain. The study also demonstrates that substantial cost savings are achieved by utilizing our MOMDP‐based method as compared to more naïve methods of accounting for heterogeneous spares.     

双枝模糊评判在舰炮性能评估中的应用

针对舰炮武器性能指标，运用双枝模糊决策方法对舰炮武器性能进行综合评估。该方法提出了新的论域[-1，1]使评估更能符合人的思维逻辑，能够客观的对舰炮性能进行评估，通过对多中舰炮的具体参数指标进评估，得出各种舰炮的性能优劣的排序，具体的数学模型仿真表明，对舰炮武器性能的评估是行之有效的。     

合成分队火力分配协同决策模型研究

针对合成分队火力分配效率和科学性不高的问题,采用协同决策思想对合成分队火力优化分配方法进行了研究。针对合成分队的作战特点提出了3种模型:建立了攻击力量类型相同的多种准则的火力分配模型,建立了攻击力量类型不同的基于双层规划的火力分配模型,建立了具有上级指定任务的分队内和分队间的火力协同分配模型,并对相关模型进行了实例仿真验证。提出的这3种模型能够解决合成分队在火力分配中的协同决策问题,可提高作战指挥决策的实时性和科学性。     

兵棋推演：复杂系统管理的创新与实践

复杂系统性质决定了复杂系统管理的特殊性，而兵棋推演可以为复杂系统管理提供更加符合其特性的决策辅助支持。讨论了复杂系统的性质及其影响，研究了兵棋推演用于复杂系统管理的原因和方法，并结合战争兵棋推演，介绍了兵棋工程建设中系统研发、推演组织和工程管理方面的创新与实践问题。最后，给出了未来发展的趋势。     

防空导弹弹道跟踪制导规律研究

根据李亚普诺夫稳定性原理,利用基准优化弹道参数构造滑动面,提出了一种新的弹道跟踪制导规律。对跟踪制导规律的数学原理进行了描述,给出了详细的推导过程和二维平面弹道仿真数学模型及仿真结果。结果表明所提出的弹道跟踪制导规律能使导弹快速跟踪基准优化弹道。     

大数据在信息作战指挥决策中的运用

针对信息作战指挥决策中大数据的运用问题，通过对大数据的海量信息检索能力、交叉复现的分析能力、“全信息”运算能力、智能决策执行能力的研究，提出了大数据为其提供按需订制的情报信息、多元多维的决策视角、动态实时的决策支持、智能自主的决策方式的观点，初步探索了大数据在信息作战指挥决策中的运用，对将大数据引入信息作战指挥决策具有十分重要的指导意义。