Simulation Studies in Data Replication Strategies

The aim of this work is to present the simulation studies in evaluating different data replication strategies between Regional Centers.The simulation Framework developed within the “Models of Networked Analysis at Rgional Centers”(MONARC) project,as a design and optimization tool for large scale distributed systems,has been used for these modeling studies.Remote client-serer access to database servers as well as ftp-like data transfers have been ralistically simulated and the performance and limitations are presented as a function of the characteristics of the protocol used and the network parameters.     

球面上第二类Fredholm积分方程配置方法

球面上第二类 Fredholm积分方程经球坐标变换可化为矩形域 H0 上的问题求解 .用有限元法构造H0 上的插值函数 ,它必须满足在 H0 的左、右两边连续 ,然后用配置方程求方程的近似解     

A POSTERIORI ERROR ESTIMATES FOR FINITE ELEMENT APPROXIMATIONS OF THE CAHN-HILLIARD EQUATION AND THE HELE-SHAW FLOW

This paper develops a posteriori error estimates of residual type for conforming and mixed finite element approximations of the fourth order Cahn-Hilliard equation ut ＋ △（ε△Au-ε^-1f（u）） = 0. It is shown that the a posteriori error bounds depends on ε^-1 only in some low polynomial order, instead of exponential order. Using these a posteriori error estimates, we construct at2 adaptive algorithm for computing the solution of the Cahn- Hilliard equation and its sharp interface limit, the Hele-Shaw flow. Numerical experiments are presented to show the robustness and effectiveness of the new error estimators and the proposed adaptive algorithm.     

2008年高考模拟试题(八)

一、选择题:本大题共10小题,每小题5分,共50分. 　　1.(理)已知复数Z=(1+i)/(1-i),则1+Z+Z2+Z3+Z4的值是( ) 　　A.1 B.-1 C.i D.-i……     

非线性抛物型偏积分微分方程的H1-Galerkin 混合有限元方法

收稿给出一类非线性抛物型偏积分微分方程的H1-Galerkin混合有限元方法.给出了一维空间的半离散、全离散格式及最优阶误差估计,并将该方法推广到二维和三维空间.     

基于Matlab的空间滤波实验的计算机仿真

利用阿贝-波特实验装置和空间滤波系统,从改变频谱入手改造一幅光学图形进行光学信息处理。在此基础上,通过Matlab环境编写程序完成阿贝-波特实验的物理模型的构建并进行计算机模拟实验。     

A Reaction-diffusion system with nonlinear absorption terms and boundary flux

This paper deals with a reaction-diffusion system with nonlinear absorption terms and boundary flux. As results of interactions among the six nonlinear terms in the system, some sufficient conditions on global existence and finite time blow-up of the solutions are described via all the six nonlinear exponents appearing in the six nonlinear terms. In addition, we also show the influence of the coefficients of the absorption terms as well as the geometry of the domain to the global existence and finite time blow-up of the solutions for some cases. At last, some numerical results are given.