Scripted HTML version of Foils prepared 28 December 1996

Foil 11 Runge-Kutta Methods: Euler's method

From CPS615-Discussion of Ordinary Differential Equations and Start of Parallel N-Body Algorithm Delivered Lectures of CPS615 Basic Simulation Track for Computational Science -- 10 October 96. by Geoffrey C. Fox *
Secs 148.3
Euler's method is not practical, but illustrates the technique.
It involves Linear approximation to get next point

© Northeast Parallel Architectures Center, Syracuse University, npac@npac.syr.edu

If you have any comments about this server, send e-mail to webmaster@npac.syr.edu.

Page produced by wwwfoil on Fri Aug 15 1997