扩散问题的一种非重叠型区域分解算法

研究外区域Helmholtz问题的一种区域分解算法。将无界区域分解成为一些不重叠的子区域,自然积分算子被用作计算区域外边界上的人工边界条件。在能量范数意义下给出了算法的收敛性。最后讨论了数值离散化问题,并给出了相应的数值例子。     

扩散问题的一种非重叠型区域分解算法

研究外区域Helmholtz问题的一种区域分解算法。将无界区域分解成为一些不重叠的子区域,自然积分算子被用作计算区域外边界上的人工边界条件。在能量范数意义下给出了算法的收敛性。最后讨论了数值离散化问题,并给出了相应的数值例子。     

基于频繁模式树的分布式约束性关联规则挖掘算法研究

在分布式环境中挖掘约束性关联规则是当前研究的热点问题之一。该文在FP-growth算法的基础上,提出了一种新的分布式挖掘约束性关联规则算法DAMICFP。该算法对于解决分布式挖掘约束性关联规则的问题是十分有效的。     

仪表着陆系统航向信标的分析与研究

根据仪表着陆系统中航向信标的工作原理,建立航向信标的数学模型,利用仿真工具Matlab实现航向信标的建模与仿真,分析航向信标辐射的信号波形.仿真结果显示航向信标模型符合理论要求,为仪表着陆系统的性能评估与运行堆护提供有价值的理论依据,同时为后续对航向信标的进一步研究提供参考.     

高频异质结晶体管直流和交流模型及其验证

针对漂移扩散方程和能量平衡方程的解建立了SiGe HBT的直流和交流理论模型,综合考虑了速度饱和效应、基区和发射区的禁带变窄效应和复合效应,并与台面型SiGe HBT实验结果进行了比较,截止频率为10.5 GHz,电流增益为45,与理论结果基本符合.     

Numerical studies on crack problems in three-layered elastic media using an image method

Two-dimensional crack problems in a three-layered material are analyzed numerically under the conditions of plane strain. An image method is adopted to obtain fundamental solutions for dislocation dipoles in trilayered media. The governing equations for equilibrium cracks can be constructed by distributed dislocation technique and their solutions are sought in terms of the displacement discontinuity method (DDM). Comparisons are made with available analytical or reference solutions for several examples at various contrasts of material constants, and good agreements are found. A crack within a brittle adhesive layer joining two semi-infinite blocks can propagate in a variety of ways. In particular, crack paths in the form of sigmoidal waves within the adhesive layer are revisited to reveal the sensitivities of cracking paths to initial crack locations and directions and residual stresses. In addition, Z-shape and H-shape cracks alternating from interface to interface are re-examined to highlight the transition of failure modes and the role of the interlayer thickness.     

Comparison of the basic and the discontinuity formulation of the 3D-dual boundary element method

The dual boundary element method (Dual BEM) has established as a numerical approach for solving arbitrary 3D-crack problems in linear elastostatics. In the case of symmetrically loaded cracks — especially traction-free cracks — often the more efficient displacement discontinuity method (DDM) is used, because one obtains a reduced system of algebraic equations.

In our paper we will show that the discontinuity method is just a special formulation of the basic Dual BEM and can be applied to arbitrary boundary value problems on the crack. We will present a numerical example for an unsymmetrically loaded crack and discuss which combinations of boundary conditions on the crack surfaces lead to a reduced system of algebraic equations. The savings in memory and computing time compared to the basic formulation of the Dual BEM will be quantified and illustrated by the numerical simulation of 3D crack propagation.     

大型分布交互式仿真系统的DDM策略研究

分布交互式仿真是未来仿真技术发展的方向.大型分布交互式仿真应用具有仿真实体数目较大、实体间信息交互频繁等特点,而分布仿真应用基于的网络带宽资源又十分有限,因此如何降低网络冗余数据,充分利用网络带宽资源以提高网络上的有效数据的传输效率成为一个重要的研究方向.数据分发管理DDM的目标是滤除仿真运行中网络上的无用数据,减少网络上的数据.文中简单地介绍了HLA的基本思想,阐述了路径空间的概念,并结合多目组通讯技术,描述了几种实用的DDM策略,比较了它们的异同点,为选用合适的数据滤除方法管理大型分布仿真的大规模数据提供了依据.     

DDM-CM理论及其在VLSI中的应用

阐述了保角变换理论的最新研究成果DDM-CM理论及其在VLSI中的应用。其最大的优点就是给出的结果比较简单、精确,并且在整个的计算过程中不需要求解保角变换函数,只要求得导体几何的保角模即可。     

仪表着陆系统航向信标调制度差的仿真分析

根据仪表着陆系统航向信标工作原理,建立了相应的数学模型,利用MATLAB工具实现了理想信道时仪表着陆系统航向信标的仿真。仿真结果给出了航向道偏差时接收到的信号波形以及调制度差,分析了标准航向道时干扰信号给调制度差带来的影响。