Matlab Database > Ordinary Differential Equations > Van der Pol ODE

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Title: Van der Pol ODE
Author: Andreas Klimke
Institution: Technische Universität München
Description: Solution of van der Pol's equation using the classical Runge-Kutta-Method of order 4, level 4. Van der Pol's equation:
x'' + x + epsilon*(x^2-1)*x' = 0

  with initial conditions x(0) = 1 and x'(0) = 0
  Parameter epsilon = 10.0
More information on van der Pol's equation is available in the Mathworks' Matlab Tutorial.
Keywords: van der Pol, ODE, Runge-Kutta, Differentialgleichung
File Name:
File Size: 1018 Bytes
File Version: 1.0
Matlab Version: 6.1
Date: 2002-07-04
Downloads: 5012
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