A supply chain design model with unreliable supply

Uncertainties abound within a supply chain and have big impacts on its performance. We propose an integrated model for a three‐tiered supply chain network with one supplier, one or more facilities and retailers. This model takes into consideration the unreliable aspects of a supply chain. The properties of the optimal solution to the model are analyzed to reveal the impacts of supply uncertainty on supply chain design decisions. We also propose a general solution algorithm for this model. Computational experience is presented and discussed. © 2007 Wiley Periodicals, Inc. Naval Research Logistics, 2007     

党对军队绝对领导的根本组织保证——我军党委制的历史考察及其启示

军队的领导权问题,是马克思主义建军理论和实践的核心问题。我军作为党绝对领导下的人民军队,在80年发展历程中,逐渐形成了听党指挥这一最大优势。其根本的组织保证就在于党委制的设立。对此进行认真的回顾与考察,对于新世纪新阶段坚持和完善党委制,坚持党对军队的绝对领导,更好地履行我军的职能使命,有着十分重要的意义。     

围绕保证永远"听党指挥"全面推进军队党的建设

回顾我军党的建设80年,始终贯穿着一条鲜明的红线——保证人民军队"听党指挥"。这也是新世纪加强军队党的建设的根本性要求。站在新的历史起点上,我们必须抓住这个根本问题,全面推进军队党的建设。     

Nuclear deterrence in the 21st century

The purpose behind this section is to encourage, and sometimes solicit, short commentary and/or comment on timely topics that play a role in shaping current national and international defense and security policies. There is no limit or constraint on what defense and security topics are chosen, so long as they are timely and have policy relevance. By way of guidance, the nearest equivalent would be feature articles in the more reputable broadsheet press.     

夜间通风量对相变轻质房间室内热环境的影响

运用EnergyPlus软件,对含相变材料层轻质房间的室内热环境进行了模拟,分析了墙体结构、通风量等因素对相变材料轻质墙体的蓄、放热性能和室内热环境的影响。模拟结果表明:相变材料应用于轻质房间,能显著增强围护结构的热惰性,提高室内的热舒适性;同时采取夜间通风技术,可以有效地将白天蓄积的热量散至室外。相变材料布置在围护结构内侧时,室内环境的热舒适性比布置在外侧时更好。从自然通风的角度,相变材料布置于围护结构内侧时,选取换气数2.5次/h作为优化结果;相变材料布置于围护结构外侧时,选取换气数4.0次/h作为优化结果。     

随机频率步进雷达成像分析

随机频率步进信号兼具步进频率雷达和宽带噪声雷达的特点,不仅可以降低系统瞬时带宽和数据采样率,还具有优良的低截获概率(LPI)、电磁兼容性(EMC)和抗射频干扰(ARFI)特性.分析了随机频率步进信号的相关输出及模糊函数的统计特性,如一阶矩、二阶矩和方差等,并与均匀频率步进信号做了抗干扰性能的比较.提出并分析了相关输出结...     

一种基于核心数据区监视的交叉验证方法

通常商用体系结构模拟器不开源,仿真过程中无法直接获取中间结果.提出了一种基于核心数据区监视的交叉验证方法,可将体系结构模拟器运行过程中核心数据区的变化情况提取出来,用以支持该模拟器与寄存器传输级代码的模拟结果进行交叉比对,快速精确定位两者的执行差异,提高验证人员的查错效率.实验分析和实际应用表明,本方法比传统方法可将查...     

Monitoring poisson count data with probability control limits when sample sizes are time varying

This article considers the problem of monitoring Poisson count data when sample sizes are time varying without assuming a priori knowledge of sample sizes. Traditional control charts, whose control limits are often determined before the control charts are activated, are constructed based on perfect knowledge of sample sizes. In practice, however, future sample sizes are often unknown. Making an inappropriate assumption of the distribution function could lead to unexpected performance of the control charts, for example, excessive false alarms in the early runs of the control charts, which would in turn hurt an operator's confidence in valid alarms. To overcome this problem, we propose the use of probability control limits, which are determined based on the realization of sample sizes online. The conditional probability that the charting statistic exceeds the control limit at present given that there has not been a single alarm before can be guaranteed to meet a specified false alarm rate. Simulation studies show that our proposed control chart is able to deliver satisfactory run length performance for any time‐varying sample sizes. The idea presented in this article can be applied to any effective control charts such as the exponentially weighted moving average or cumulative sum chart. © 2013 Wiley Periodicals, Inc. Naval Research Logistics 60: 625–636, 2013     

基于呼叫状态的IMS业务触发算法

在IMS会话和和业务控制过程中,随着业务量的增长,S-CSCF面临的负载急剧增加,3GPP原有IMS业务的集中控制方式极易形成性能“瓶颈”,从而影响系统服务质量。为降低会话时延,提高系统性能,本文在研究基于分组的业务触发算法和基于呼叫状态的业务触发算法基础上,提出了一种基于呼叫状态的分组业务触发算法（C-GSTA）,并对其进行性能建模和理论分析。仿真结果表明,在业务种类和业务量增加的情况下,C-GSTA算法能够有效降低S-CSCF与服务器之间的信令流量,提高IMS系统吞吐量,缩短S-CSCF处理时延,改善业务触发性能和网络服务质量。     

空间飞行器主动段的轨道估计与误差分析

为了对无源探测卫星系统的定轨方式和精度进行定量分析,通过坐标转换、受力分析、拟合、最小二乘法、微分方程数值解法与误差分析等方法,建立了基于卫星无源探测的空间飞行器在主动段的交汇定位优化模型和运动方程模型。基于模拟数据和模型,给出了卫星和空间飞行器的轨道曲线以及卫星的系统误差。经过系统误差修正,空间飞行器的估计轨道误差仅为7.582 1 m。