刚性Volterra泛函微分方程算法理论及高效算法

首先介绍刚性Volterra泛函微分方程的稳定性理论及其数值方法的B理论。这项工作为刚性延迟微分方程、刚性积分微分方程以及其它各种类型的刚性泛函微分方程的研究提供了统一的理论基础。其次以该理论为指针推荐高效算法，其中包括向后Euler方法、二阶BDF方法、并行多值混合方法及实特征值多步Runge—Kutta法。     

双环网络G(N;1,s)的L形瓦仿真算法

提出双环网络G(N;1,S)的L形瓦仿真算法,利用VB6.0作为编程语言、SQL Server2000作为数据库来实现这一算法,对任意给定N,而2=相似文献   

FORWARD-BACKWARD STOCHASTIC DIFFERENTIAL EQUATIONS, LINEAR QUADRATIC STOCHASTIC OPTIMAL CONTROL AND NONZERO SUM DIFFERENTIAL GAMES

In this paper, we use the solutions of forward-backward stochastic differential equations to get the explicit form of the optimal control for linear quadratic stochastic optimal control problem and the open-loop Nash equilibrium point for nonzero sum differential games problem. We also discuss the solvability of the generalized Riccati equation system and give the linear feedback regulator for the optimal control problem using the solution of this kind of Riccati equation system.     

H∞ control for stochastic systems with time-delay

The H∞-control problem of stochastic systems with time-delay is considered. The sufficient conditions are obtained, under which there are always state-feedback control and dynamic output-feedback control so that the resulting closed-loop system is internaly stable and L2 input-output stable in the sense of expectation. Furthermore, the explicit formulas of both kinds of controls are derived. An example is included to illustrate the correctness of theoretic results.     

基于DSP的自动磁粉探伤系统

针对自动磁粉探伤系统，提出了一种基于DSP的裂纹图像处理识别板卡的总体设计方案，分别对DSP主处理器、A／D转换模块、UART、存储空间扩展以及CPLD逻辑控制进行了方案分析和设计，在进行系统调试的同时给出实验数据，并与PC机的软件进行效率比较．     

四阶微分方程广义第二特征值的上界估计

考虑四阶微分方程广义第二特征值的上界估计，利用试验函数、Rayleigh定理、分部积分、Schwartz不等式和Young不等式等估计方法与技巧，获得了用第一特征值来估计第二特征值上界的不等式，其估计系数与区间的度量无关．     

大电流多输出开关型稳压电源的实现

为解决大电流多输出稳压电源在输出功率时其辅助输出路的稳压和限流较难的问题，利用磁饱和特性，提出一种后相校正技术，并据此原理设计出了一种新型开关电源装置．仿真与实验结果表明，该稳压电源的效率达85％，电压稳定度达98．5％．将该稳压电源应用于实际工程中，发现其具有实用价值与推广意义。     

主变差动保护误动分析报告

对变压器差动保护的各种错误接线方式进行了系统的分析和归类，并提出了纠正的方法。     

磁场的生物学效应

论述了稳恒磁场抑制肿瘤的生物效应(包括稳恒磁场对肿瘤的直接影响)对免疫功能、自由 基代谢以及对抗癌药物的影响,并对其可能的作用机理进行了分析.     

Measurement of Magnetization Curve and Magnetic Relaxation for 2H-NbSe2 Crystals

The characteristics of electronic transport properties: behaviors of magnetization curve and magnetic relaxation of a typical normal superconductor 2H-NbSe2 are investigated. The results show that Tc and △Tc of the samples are 7. 2,0. 18 K, indicating that superconducting energy gap at zero temperature is 1. 1 meV. No fish tail shape is found in the magnetization curves at several temperatures. The relationship between remnant magnetic moment and time reveals that the magnetic flux creep of the sample agrees with the Kim-Anderson thermal activation model with the relaxation rate S=0.000 36 at T=6 K.