军机驾驶员通讯用语语音信号及其清晰度影响因素分析

建立了军机驾驶员通讯用语词汇库及与故障相关的通讯用语词汇库,并对其中的主要词汇进行了汉语语音语谱分析。对影响军机驾驶员语音清晰度(可懂度)的有关因素——喉头送话器、座舱噪声、塔台录音进行了较详细的分析,得出主要影响因素为喉头送话器和座舱噪声,指出应改进送话器的方向且不能采用常规的固定参数滤波器来滤除座舱噪声。     

关于Chidume的一个公开问题

借助于Banach空间一些新的不等式和一些分析技巧彻底解决了Chidume在1994年提出的有关Ishikawa迭代过程的收敛性方面的一个公开问题。     

提高理工科学生听力水平的探讨

本文紧紧围绕目前理工科学生实际听力水平状况,详细分析了影响理工科学生听力水平提高的两大制约因素,即语言因素和心理因素;讨论了语言教师针对这两大因素如何加强听力教学;最后根据全国四、六级英语统考题型,提出了听力测试中的有关技巧。     

8031构成的线性CCD应用系统

以8031为核心部件,采用软硬件结合技术,构成CCD驱动电路,将CCD对应单元的输出电压直接转换为数字信号送入8031进行处理,省去了复杂的模拟电路信号处理过程,构成了一套实用的线性CCD应用系统。     

“常规武器装备研制程序”的不足与改进

我国早期制定的《常规武器装备研制程序》,已不能适应当今武器装备研制过程中的可靠性和装备综合保障的新的观念和要求.现分析了原研制程序在这方面的不足,并提出修订研制程序的阶段划分并调整各阶段工作内容的建议;从根本上规范了武器装备研制工作,使其与装备综合保障工作同步进行和相互协调,以求所研制的武器装备交付部队使用后,能尽快形成战斗力.     

高速核在高温热平衡等离子体中的非平衡弛豫过程对热核反应率参数的影响

高速核入射到高温热平衡等离子体背景中,由于入射核动能远大于背景等离体中带电粒子之平均动能,入射核在与背景等离子体达到热平衡之前,会存在一段逐渐损失能量的非平衡弛豫过程。本文以高速氘核入射到高温氘化锂等离子体为例,在计及氘核的这种非平衡弛豫过程时,给出了一种计算热核反应D(t,n)~4He之反应率参数的方法。氘核在弛豫过程中的能量损失考虑了氘核与各种带电粒子的库仑散射过程,其能量损失率采用快速带电粒子的慢化理论来计算;氘与背景等离子体中的原子核发生的核反应过程,考虑了非平衡状态下束靶机制的D(t,n)~4He反应和热平衡状态下的D(t.n)~4He反应。在暂未考虑核散射的情况下,计算结果表明,当等离子体温度在7.5KeV～20KeV范围内变化时,氘核的非平衡弛豫过程对热平衡状态下D(t,n)~4He反应率参数的修正因子大致在1.0062～1.0943范围内变动,且温度越高,修正因子越小。计算还表明,当温度一定时,修正因子随等离子体中粒子的数密度变化不明显。     

人才结构系统分析的目标规划方法

本文把马尔可夫过程和目标规划结合起来,提出人才结构系统分析的单项控制和多项控制,并在单项控制模型的基础上发展成了多项控制模型,加强了模型的可信度和通用性。     

最小、最大广义最优停止规则的特征

设(X_n,F_n)_1~∞是适应的报酬序列,(γ_n)是相应的snell 包,(A_n)是(γ_n)的Doob-Meyer 分解中零初值的可料增过程。本文继J.Klass 的研究证明了σ_1=inf{K≥1:X_k≥γ_k}是最小半最优的且是最大严格正则的广义规则,而K_0=sup{n≥0:A_n=0}<∞是最大正则的广义规则,从而得出了广义最优规则唯一性的另一表述。     

An exact analysis of a joint production‐inventory problem in two‐echelon inventory systems

We consider a two‐echelon inventory system with a manufacturer operating from a warehouse supplying multiple distribution centers (DCs) that satisfy the demand originating from multiple sources. The manufacturer has a finite production capacity and production times are stochastic. Demand from each source follows an independent Poisson process. We assume that the transportation times between the warehouse and DCs may be positive which may require keeping inventory at both the warehouse and DCs. Inventory in both echelons is managed using the base‐stock policy. Each demand source can procure the product from one or more DCs, each incurring a different fulfilment cost. The objective is to determine the optimal base‐stock levels at the warehouse and DCs as well as the assignment of the demand sources to the DCs so that the sum of inventory holding, backlog, and transportation costs is minimized. We obtain a simple equation for finding the optimal base‐stock level at each DC and an upper bound for the optimal base‐stock level at the warehouse. We demonstrate several managerial insights including that the demand from each source is optimally fulfilled entirely from a single distribution center, and as the system's utilization approaches 1, the optimal base‐stock level increases in the transportation time at a rate equal to the demand rate arriving at the DC. © 2011 Wiley Periodicals, Inc. Naval Research Logistics, 2011     

Approximation methods for the analysis of a multicomponent,multiproduct assemble‐to‐order system

In this article, we consider the performance evaluation of a multicomponent, multiproduct assemble‐to‐order (ATO) system. Each component is managed independently using a base‐stock policy at a supply facility with limited production capacity and an infinite buffer. The arrivals of demands follow a multivariate Poisson process and unfilled demands are backlogged. Because exact analysis of the proposed system is not feasible, we propose two approximation methods which provide upper and lower bounds for various performance measures such as fill rate, average waiting time, and average number of backorders of the proposed system. Our computational experiments demonstrate the effectiveness of the two approximation methods under various system settings. © 2011 Wiley Periodicals, Inc. Naval Research Logistics, 2011