努力创新不断完善"三大规范"体系——谈火工品"三大规范"编制

根据火工品“三大规范”编制工作实践经验,介绍了企事业单位开展“三大规范”工作的程序,“三大规范”体系构成的条件和特点,火工品“三大规范”编制项目设置思路,以及做好“三大规范”编制工作的体会。     

公安边防部队缉毒斗争中的博弈分析

当前,我国毒品犯罪活动呈现出集团化、隐秘化、有组织化和跨国化等复杂特征,境内外社会环境、贩毒集团和执法者之间存在着彼此交错的关系,使得公安边防部队缉毒斗争面临着严峻的形势和挑战。在整合多位学者的理论观点和现实研究基础之上,基于博弈论的成熟理论,紧密结合公安边防部队缉毒斗争实际,构建了公安边防部队与贩毒集团之间的博弈模型,并对其进行深入分析,从微观角度为公安边防部队缉毒斗争实际提供有效参考和决策依据。     

柱壳极限分析的广义变分原理

本文提供了适用于满足简化Mises屈服条件的刚塑性体柱壳极限分析的两类变量广义变分原理,并证明了它与柱壳极限分析的全套方程和条件等价。     

某型直流发电机电枢绕组端部及并头套力学性能研究

对某型直流发电机电枢绕组端部及并头套的固有频率进行了实际测量;利用ＡＤＩＮＡ计算软件对其进行了计算,并分析了在离心力和惯性力的作用下所产生的应力及变形,从而对发电机的故障分析提供了有力的支持     

光纤弯曲损耗的研究

利用光线理论研究光纤弯曲损耗与弯曲半径、纤芯折射中以及包层折射率的关系。     

当代社会剩余价值分配理论探析

传统的剩余价值分配理论认为,雇佣劳动者创造的全部剩余价值被资产阶级所独占,这符合资本主义发展初期的客观实际。伴随社会生产力的不断发展,当代社会剩余价值的分配发生了新的变化。雇佣劳动者创造的剩余价值不再被资本所有者所独占,而是以不同的方式被投入各种要素的不同所有者以不同的方式所拥有。     

网络安全实验平台K - 划分映射方法

对网络安全实验平台映射问题进行形式化描述,提出基于K-划分的映射方法,其核心思想是为了尽量减少占用网络资源,尽可能将逻辑拓扑紧密连接的节点映射到同一台交换机上。基于K-划分的映射方法采用贪心法确定初始划分状态,根据评价函数进行节点移动,对生成的子图进行算法迭代,直到所有子图的节点数量不大于物理拓扑端口容量为止。基于K-划分的映射方法弥补了K-L算法中初始划分状态选取的任意性对最终结果产生较大影响的缺陷,实验结果表明该算法的求解时间远小于遗传算法,能在较短的时间内得到映射结果。     

坦克靶场射击模拟训练系统

研究了坦克靶场射击模拟训练系统的总体技术,给出了系统的结构与功能,构建了靶场射击模拟训练系统硬件和系统软件,重点阐述了信号接口模块、判命中子系统、靶场管理子系统、视景回放子系统和参数分析子系统的技术方案,并给出了具体的实现过程。     

Flexible capacity strategy in an asymmetric oligopoly market with competition and demand uncertainty

This article studies flexible capacity strategy (FCS) under oligopoly competition with uncertain demand. Each firm utilizes either the FCS or inflexible capacity strategy (IFCS). Flexible firms can postpone their productions until observing the actual demand, whereas inflexible firms cannot. We formulate a new asymmetrical oligopoly model for the problem, and obtain capacity and production decisions of the firms at Nash equilibrium. It is interesting to verify that cross‐group competition determines the capacity allocation between the two groups of firms, while intergroup competition determines the market share within each group. Moreover, we show that the two strategies coexist among firms only when cost differentiation is medium. Counterintuitively, flexible firms benefit from increasing production cost when the inflexible competition intensity is sufficiently high. This is because of retreat of inflexible firms, flexibility effect, and the corresponding high price. We identify conditions under which FCS is superior than IFCS. We also demonstrate that flexible firms benefit from increasing demand uncertainty. However, when demand variance is not very large, flexible firms may be disadvantaged. We further investigate the effects of cross‐group and intergroup competition on individual performance of the firms. We show that as flexible competition intensity increases, inflexible firms are mainly affected by the cross‐group competition first and then by the intergroup competition, whereas flexible firms are mainly affected by the intergroup competition. Finally, we examine endogenous flexibility and identify its three drivers: cost parameters, cross‐group competition, and intergroup competition. © 2017 Wiley Periodicals, Inc. Naval Research Logistics 64: 117–138, 2017     

常微分方程的不动点迭代格式

在常微分方程的数值解法中,Euler的隐式格式稳定性较好,但由于它为隐式,因而给计算带来了极大地不方便。为了解决此问题,本文给出了一种数值解法———常微分方程的不动点迭代格式。