A Combination of Optimal Partitioning and Location Prediction to Assist Paging in Mobile Cellular Networks

The correlated both in space and time user mobility behavior can aid significantly in the localization of a moving terminal in the network coverage area. However, there is always some uncertainty in mobile user position and a network-wide search cannot be done. Therefore, a predictive paging scheme must always be combined with a location update strategy and a compatible algorithm to conduct the search. In this paper, we introduce a new strategy that combines an optimal partitioning of the location area (LA) with a model to predict user movements, based on the additional information of the cell where the last interaction between the network and the terminal took place. We study the performance of the strategy under delay bounds and different mobility and call arrival characteristics. It is found that the new scheme further minimizes signaling costs and enhances previous sequential paging algorithms.     

Higher order large-domain FEM modeling of 3-D multiport waveguide structures with arbitrary discontinuities

A highly efficient and accurate higher order large-domain finite-element technique is presented for three-dimensional (3-D) analysis of N-port waveguide structures with arbitrary metallic and dielectric discontinuities on standard PCs. The technique implements hierarchical polynomial vector basis functions of arbitrarily high field-approximation orders on Lagrange-type curved hexahedral finite elements of arbitrary geometrical orders. Preprocessing is carried out by a semiautomatic higher order meshing procedure developed for waveguide discontinuity problems. The computational domain is truncated by coupling the 3-D finite-element method (FEM) with a two-dimensional (2-D) modal expansion technique across the waveguide ports. In cases where analytical solutions are not available, modal forms at the ports are obtained by a higher order 2-D FEM eigenvalue analysis technique. The examples demonstrate very effective higher order hexahedral meshes constructed from a very small number of large curved finite elements (large domains). When compared to the existing higher order (but small domain) finite-element solutions, the presented models require approximately 1/5 of the number of unknowns for the same (or higher) accuracy of the results.     

基于MSP430的动感单车测速系统设计

主要论述了MSP430F149低功耗单片机TIMER A捕获方式的工作原理、霍尔传感器的工作方式,利用MSP430F149单片机捕获方式和霍尔传感器A44E设计了动感单车的速度测量系统,同时给出了较为精确的计算方法以及程序设计过程。     

数字微波通信系统架构及传输体制选择

阐述数字微波通信的系统结构及数字微波通信系统的组成,并通过对PDH与SDH数字传输体制的比较分析来根据实际情况确定所要采用的传输模式,同时说明本站系统升级改造的必要性。     

基于半参数化SLC 的雷达目标识别

针对雷达目标高分辨距离像(HRRP)统计识别中SLC(基于累计量的随机学习算法)在小样本情况下概率密度估计准确度下降的问题,该文提出一种基于半参数化SLC 的雷达目标识别方法。该方法利用半参数化概率密度估计思想对SLC 非参数化概率密度估计进行修正,有效利用了HRRP 各距离单元幅值近似服从 Gamma 分布的经验知识,达到参数化方法和非参数化方法优劣互补以提高小样本情况下雷达目标识别率的目的。最后基于5 种飞机模型HRRP 数据的仿真实验证明了该方法的有效性。      

基于Pro/E二次开发的模型抽取技术

为了实现从复杂的装配体中抽取部分零部件进行CAE分析,同时保持被抽取零部件的空间位置关系不变。利用VC2005开发环境和Pro/E自带的Pro/ToolKit开发模块进行二次开发,在Pro/E非可视化的条件下将Pro/E模型导入内存,重新组合生成新装配体进行实时预览,并将预览合适的新装配体按照指定文件格式保存。结合虚拟火箭案例,验证了复杂模型抽取的可行性和实用性,提高了分析模型抽取、装配的效率和通用性。     

粉末冶金铁基阀板在烧结过程中的变形规律

利用粉末冶金法制备制冷压缩机用铁基阀板,研究阀板在生产过程中几何尺寸及平面度的变化规律。结果表明:烧结和整形工序使阀板的长度和宽度增加,阀板的厚度减小,长度和宽度的最大增加值分别为0.14mm和0.17mm,厚度最大缩小值为0.08mm,阀板的几何尺寸可以通过预成型来控制;烧结工序是导致阀板平面度增加的主要因素,烧结使阀板平面度的最大值为0.18mm,整形使阀板的平面度控制在0.04～0.08mm,仍不能满足使用要求。     

基于TMS320C642电子稳像算法的实现

介绍了一种解决视频图像抖动问题的电子稳像方法,系统利用灰度投影算法和德州仪器公司的定点数字信号处理器芯片TMS32ODM642实现电子稳像.文中提出了电子稳像性能的基本要求,介绍了稳像的基本原理,根据要求选择了稳像算法,从而设计了系统的硬件框图,并完成了算法的仿真.实验结果表明,该算法稳效果好,且达到准确性要求.     

The effect of the concentration of the majority charge carriers and irradiation intensity on the efficiency of radiation-defect production in <Emphasis Type="Italic">n</Emphasis>-Si crystals

The effect of the concentration of the majority charge carriers (n) and the electron-flux density (?) on the efficiency of radiation-defect production (η) in n-Si samples was studied. It is shown that the dependence η(?) features a maximum, which shifts to larger values of ? as n increases. This effect is explained by assuming that there is an optimal relation between the concentrations of primary defects produced per unit time and those of the free charge carriers, which charge these defects.