用VB开发Duffing方程混沌动力学系统仿真软件

基于Lisual Basic6.0编制了杜芬（Duffing)方程混沌特性分析的仿真软件,利用该软件不仅可方便地显示该系统在相空间上的轨迹线图,而且可绘制时程曲线图、幅频图和庞加菜（Poincare)截面图等。软件操作简便,运行可靠。     

"惯性交感"现象分析、控制与仿真

现代飞机设计变化,增大了喷气战斗机出现惯性交感的可能性,致使某些飞机在高滚转速率下完全失稳。这种现象的数学分析通常是相当困难的。为此,本文利用简化线性分析法研究了惯性交感的影响因素和灵敏度,并僵助计算机仿真手段确定了影响系统稳定性的参数和提供了通过附加航向及俯仰速率反馈进行人工稳定飞机的惯性交感控制系统。     

我国GNP的单位根不确定性研究

对于一个实际的时间序列数据,我们并不知道其真正的数据生成过程,只能通过假设和基于假设的统计推断来确定。本文利用蒙特卡罗模拟进行有限样本的ADF检验。结果表明,当原假设是存在单位根,备择假设是趋势稳定时,ADF检验的势很低。这意味着,我国GNP存在单位根是不确定的。     

Modeling of organism’s adaptive reaction to environmental changes

A multicellular organism is shown to be a community of special self-regulated cells with rigid and flexible regulating links, and a long-term adaptive trend of its system reaction to environmental changes is due to changes in the consumer gradients of groups of cells functioning against the imbalance between synthesis and decay of microstructures. __________ Translated from Kibernetika i Sistemnyi Analiz, No. 1, pp. 136–147, January–February 2008.     

基于实体模型的三维真实感流动模拟软件的研究与开发

注射成型的流动模拟在预测复杂薄壁型腔的流动行为方面已经比较准确。现行的数值方法主要采用基于中性层的有限元／有限差分／控制体积法,但中性层模型的引入使得模拟软件在应用中具有极大的局限性。本文采用实体模型取代中性层模型,开发了三维真实感流动模拟软件。最后,应用实例证明此模型能够处理由流行CAD系统生成的复杂型腔模型。     

模拟化学实验软件——Medel Chemlab

本文简单介绍了模拟化学实验软件Medel Chemlab的内容,功能和特点。     

一种简化的人体步行神经网络模型

本文针对复杂的人体步行的神经 -肌肉 -骨胳系统模型 ,分析了步行中的主要关系 ,对神经网络模型作了较大的简化和修改 ,提出了一个简单的神经网络模型 .该模型在步行状态、神经耦合、感觉信号反馈等方面都作了简化 .计算机仿真表明 ,该模型能产生稳定的步行运动     

Implementation of particle-in-cell stellar dynamics codes on the connection machine-2

The development of massively parallel supercomputers provides a unique opportunity to advance the state of the art inN-body simulations. TheseN-body codes are of great importance for simulations in stellar dynamics and plasma physics. For systems with long-range forces, such as gravity or electromagnetic forces, it is important to increase the number of particles toN 10⁷ particles. Significantly improved modeling ofN body systems can be expected by increasingN, arising from a more realistic representation of physical transport processes involving particle diffusion and energy and momentum transport. In addition, it will be possible to guarantee that physically significant portions of complex physical systems, such as Lindblad resonances of galaxies or current sheets in magnetospheres, will have an adequate population of particles for a realistic simulation. Particle-mesh (PM) and particle-particle particle-mesh (P³M) algorithms present the best prospects for the simulation of large-scaleN-body systems. As an example we present a two-dimensional PM simulation of a disk galaxy that we have developed on the Connection Machine-2, a massively parallel boolean hypercube supercomputer. The code is scalable to any CM-2 configuration available and, on the largest configuration, simulations withN = 128 M = 2²⁷ particles are possible in reasonable run times.     

Computing Green's function of the initial-boundary value problem for the wave equation in a layered cylinder

A new analytical method for the approximate computation of the time-dependent Green's function for the initial-boundary value problem of the three-dimensional wave equation on multi-layered bounded cylinder is suggested in this paper. The method is based on the derivation of eigenvalues and eigenfunctions for an ordinary differential equation with piecewise constant coefficients, and an approximate computation of Green's function in the form of the Fourier series with a finite number of terms relative to the orthogonal set of the derived eigenfunctions. The computational experiment confirms the robustness of the method.