Publisher review:Absolute Stability of an Integration Method shows when an integration method is absolutely stable The program plots figure 4.11, page 189 of the book by Kenneth J. Beers, Numerical Methods for Chemical Engineering, Applications in Matlab, Cambridge University Press, 2007. In this figure, the magnitude of the growth coefficient vs. real and imaginary parts of the dimensionless time step is plotted.
It is found that this magnitude is always less than one for the Crank-Nicholson and Implicit Euler methods of integration while it can become superior to one for the Explicit Euler method. Thus, the Crank-Nicholson and Implicit Euler method are absolutely stable. Requirements: ยท MATLAB Release: R14SP1
Absolute Stability of an Integration Method is a Matlab script for Mathematics scripts design by Housam Binous.
It runs on following operating system: Windows / Linux / Mac OS / BSD / Solaris.
Absolute Stability of an Integration Method shows when an integration method is absolutely stable
Operating system:Windows / Linux / Mac OS / BSD / Solaris
Absolute Stability of an Integration Method script details 
