有源阵列天线的发展及应用

介绍了有源阵列天线的发展概况、组成结构及技术特点,并对比其与无源阵列天线的优缺点,讨论了有源阵列天线的应用及发展前景。     

ICF靶用空心玻璃微球耐压性能测试

 利用自行研制的空心微球耐外压装置和充气装置，测试了目前激光惯性约束聚变实验打靶使用的空心玻璃微球耐内压能力和耐外压能力。空心玻璃微球采用液滴法制备，直径为180～250 mm、壁厚为0.8~4.0 mm。理论计算表明，当微球纵横比超过90时，耐外压能力与球壳材料的杨氏模量有关，由此测量得到的空心玻璃微球杨氏模量为55~75 GPa。玻璃微球的耐内压能力主要与球壳材料的抗拉强度有关，实验测量得到的玻璃微球抗拉强度为90~140 MPa。     

基于MC68HC908KX2的ICG模块的应用研究

介绍了8位Motorola单片机MC68HC908KX2与同类产品相比的优点,重点叙述了ICG(内部时钟发生器)模块取代晶振构成的时钟电路在系统中所具有的不可替代的优势。针对汽车检测产品可靠性高、方便实用、抗干扰能力强等特点,利用MC68HC908KX系列单片机提供的ICG模块和少量外围元件,设计了宝马汽车故障检测子系统。给出了ICG模块详细的设置方法、系统的硬件原理图和部分原代码。该方法解决了单片机系统在工控领域恶劣电磁环境下易受干扰的问题。     

基于.Net平台的自动点名模块的设计

随着社会的发展,监狱内服刑人员数量不断增加,人员成分也日趋复杂,警员数量明显不足,用传统的点名系统已无法满足需求.针对监狱点名难的问题,使用开发语言C#,基于.Net开发平台,利用开发工具Visual Studio 2010以及SQL2008进行了自动点名模块的设计与开发,并对该模块进行测试,测试结果表明该模块运行稳定,界面美观,有较高的实用价值.     

基于Simulink＆DSP Blockset功率谱估计的仿真实现

Matlab／DSP Blockset／Estimation库提供了对输入信号进行功率谱分析的各种模块。在Simulink图形化的交互环境下,用户只需用鼠标拖动Estimation库中的功率谱估计模块,便能迅速地进行信号的功率谱估计的仿真。     

Extending modules relative to a torsion theory

An R-module M is said to be an extending module if every closed submodule of M is a direct summand. In this paper we introduce and investigate the concept of a type 2 τ-extending module, where τ is a hereditary torsion theory on Mod-R. An R-module M is called type 2 τ-extending if every type 2 τ-closed submodule of M is a direct summand of M. If τ _I is the torsion theory on Mod-R corresponding to an idempotent ideal I of R and M is a type 2 τ _I -extending R-module, then the question of whether or not M/MI is an extending R/I-module is investigated. In particular, for the Goldie torsion theory τ _G we give an example of a module that is type 2 τ _G -extending but not extending.     

JavaStatSoft: design patterns and features

JavaStatSoft, implemented using Java, is an open-source software for performing statistics. The current features of JavaStatSoft are described. Several well-known patterns the software used are introduced. In addition, based on these patterns and the experience in developing the software, a new framework, referred to as Data Analysis Module, is proposed to help programmers develop a user-friendly software for data analysis.     

Schreier rewriting beyond the classical setting Dedicated to our teacher Alfred Lvovich Shmelkin on his 70th birthday

Using actions of free monoids and free associative algebras, we establish some Schreier-type formulas involving ranks of actions and ranks of subactions in free actions or Grassmann-type relations for the ranks of intersections of subactions of free actions. The coset action of the free group is used to establish a generalization of the Schreier formula in the case of subgroups of infinite index. We also study and apply large modules over free associative and free group algebras.     

Track Extensions of Categories and Cohomology

We introduce the notion of n-fold track extensions of a category C by a natural system D and prove that such extensions represent classes in the cohomology of C with coefficients in D introduced by Baues–Wirsching. This generalizes a result of Huebschmann on the cohomology of groups.