Paper Title:
Numerical Simulation for the System of Ordinary Differential Equations
  Abstract

Two coupled small parameter ordinary differential equations were considered. The solutions of differential equations will change rapidly near both sides of the boundary layer. Firstly, the properties were studied for differential equations. Secondly, the asymptotic properties of differential equations were discussed. Thirdly, the numerical methods with zero approximation were constructed for both left side and right side singular component differential equations. Finally, error analyses were given.

  Info
Periodical
Advanced Materials Research (Volumes 179-180)
Edited by
Garry Zhu
Pages
37-42
DOI
10.4028/www.scientific.net/AMR.179-180.37
Citation
X. Cai, "Numerical Simulation for the System of Ordinary Differential Equations", Advanced Materials Research, Vols. 179-180, pp. 37-42, 2011
Online since
January 2011
Authors
Export
Price
$32.00
Share

In order to see related information, you need to Login.

In order to see related information, you need to Login.

Authors: Xin Cai
Abstract:Ordinary differential equation with two small parameters was considered. Since the presence of two small parameters, the solution of the...
64
Authors: Yi Yang, Fei Bao Lv
Abstract:In this paper, we address the difference equation xn=pxn-s+xn-t/q+xn-t n=0,1,... with positive initial...
50
Authors: Qiao Xing Li, Jian Mei Yang
Abstract:Absolutely grey number and grey function are important parts of grey mathemtics and the core is the covered operation. We defined absolutely...
645
Authors: Yun Hui Zeng
Chapter 17: Computer Application, Mathematical Modeling and Analysis
Abstract:In this paper, A class of third-order nonlinear neutral damped functional differential equations with distributed deviating arguments are...
4835
Authors: Da Wei Sun, Gao Sheng Zhu
Chapter 16: Applied and Computational Mechanics
Abstract:This paper studies the nontrivial positive solutions to a semilinear elliptic system in the n dimensional Euclide space. By constructing new...
4548