辐射叶加载的短波宽带鞭状天线优化设计

提出一款具有多层辐射叶结构的新型鞭状天线,在10 m鞭状天线体上设置不同的辐射叶层数、半径、长度、分支数、仰角及其分布情况,研究其对天线辐射性能的影响,综合考虑选择一套最合适的辐射叶结构,并为天线进行双加载和宽带匹配网络的算法优化。仿真结果表明,与现有的普通宽带鞭状天线相比,增益和效率得到了普遍提高,在低频段增益最高提高了3 dB,效率最高提高了5%;在高频段增益最高提高了5 dB,效率最高提高了35%,方向图上翘也得到了一定的抑制,为改善现有的宽带鞭状天线提供一种新的结构设计方法。     

电磁发射系统以太网拓扑结构建模优化

拓扑结构优化模型是网络中的一类重要模型,可以有效地优化系统整体链路性能。针对电磁发射系统以太网拓扑结构中部分节点和链路的负载过大,一旦发生堵塞,将会影响网络中关键链路性能的问题,建立网络拓扑结构优化的多目标规划模型,并提出一套基于基因环操作的遗传算法对其进行求解,通过仿真得出最优的网络拓扑结构。根据仿真结果修改实际网络节点默认配置参数,结果显示该模型和算法能有效均衡负载,降低网络冲突率,且不需要改变电磁发射系统以太网的物理链路,不会增加额外成本,对电磁发射类系统具有普适性的意义。     

C2组织鲁棒性信息交互结构设计及分析

介绍了C2组织的信息交互结构及其设计约束,讨论了C2组织鲁棒性信息交互结构的设计问题。提出了基于启发式嵌套遗传算法的鲁棒性信息交互结构设计方法:外层遗传算法对信息交互结构的拓扑及链路容量进行优化搜索;内层嵌套遗传算法依据对路由的搜索优化出多个使命邻域下最小延时集合,将其依概率平均化后返回外层来对链路容量的鲁棒性进行评价。案例分析和对比试验表明该方法可以实现鲁棒性较强的组织信息交互结构。     

Adaptive random search for continuous simulation optimization

We present, analyze, and compare three random search methods for solving stochastic optimization problems with uncountable feasible regions. Our adaptive search with resampling (ASR) approach is a framework for designing provably convergent algorithms that are adaptive and may consequently involve local search. The deterministic and stochastic shrinking ball (DSB and SSB) approaches are also convergent, but they are based on pure random search with the only difference being the estimator of the optimal solution [the DSB method was originally proposed and analyzed by Baumert and Smith]. The three methods use different techniques to reduce the effects of noise in the estimated objective function values. Our ASR method achieves this goal through resampling of already sampled points, whereas the DSB and SSB approaches address it by averaging observations in balls that shrink with time. We present conditions under which the three methods are convergent, both in probability and almost surely, and provide a limited computational study aimed at comparing the methods. Although further investigation is needed, our numerical results suggest that the ASR approach is promising, especially for difficult problems where the probability of identifying good solutions using pure random search is small. © 2010 Wiley Periodicals, Inc. Naval Research Logistics, 2010     

A stochastic gradual cover location problem

Covering models assume that a point is covered if it is within a certain distance from a facility and not covered beyond that distance. In gradual cover models it is assumed that a point is fully covered within a given distance from a facility, then cover gradually declines, and the point is not covered beyond a larger distance. Gradual cover models address the discontinuity in cover which may not be the correct approach in many situations. In the stochastic gradual cover model presented in this article it is assumed that the short and long distances employed in gradual cover models are random variables. This refinement of gradual cover models provides yet a more realistic depiction of actual behavior in many situations. The maximal cover model based on the new concept is analyzed and the single facility location cover problem in the plane is solved. Computational results illustrating the effectiveness of the solution procedures are presented. © 2010 Wiley Periodicals, Inc. Naval Research Logistics, 2010     

天地测控资源调度的两阶段递进遗传算法

为对天地测控资源调度进行高效求解,设计了两阶段递进遗传算法对其进行优化调度。鉴于问题的目标具有一定的可分性,以时间为依据将被调度弧段划分成两个部分,在对第一部分形成种群并作进化求解的基础上,将其最优解与第二部分弧段组合,并作进一步的进化求解。为了缓解两阶段优化的局部搜索特性,在第一阶段个体适应度计算中,以一定概率设定虚拟弧段,保留具有潜在全局优势的个体。仿真表明该方法能在确保求解质量的前提下明显减少运算时间。     

基于体布拉格光栅的波束合成技术研究及实现

探讨实现激光波束合成的新方法,分析体布拉格光栅作为激光波束引导器的可行性,基于Kogelnik耦合波理论,着重讨论了影响体布拉格光栅衍射效率的波长选择性和角度选择性因素。实验上给出布拉格光栅的具体制作过程,利用透射式体布拉格光栅完成了2束不同波长的激光并束、2束同种波长的激光并束实验,验证了利用布拉格光栅进行并束的可行性。为了实际中应用的方便,提出在晶体内部利用90°配置设计特定角度的布拉格光栅,让激光垂直照射晶体表面,即可满足布拉格角度入射,改良并束光路,简化理论计算,提高并束效率。     

装备维修资源优化中的模拟退火遗传算法

在对模拟退火遗传算法改进的基础上,结合建立的通信装备维修资源分配模型,给出了该算法的实现过程,并利用此算法对模型进行了最优化求解。实例的计算结果表明该算法对于模型的求解具有较好的收敛性。     

当前应急救援体系短板探析

结合典型应急救援实战案例,明确当前影响应急救援体系效率的关键因素,通过对应急救援作战效能的分析,寻找应急救援体系的短板环节,并提出了以消防部队为核心枢纽提高应急救援能力的有效途径。     

新时期武警院校心理服务工作的理念与路径

加强武警院校心理服务工作,是新形势下院校建设的重要课题。必须以新的思路适应心理工作的需要,认真落实规章制度,突出工作重点,构建服务网络,积极探索有效载体,进一步提高心理服务工作的质量效益,为院校建设奠定坚实的安全基础。