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Support Material: The Solution Stability of Van Der Pol's Equation
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We consider the Van Der Pol differential equation n : x"+w^2*x - mu*(1- lambda*x^2 )*x'= 0 ( 0 )
Two topics that we will be in discussion are

  • Finding the steady state solution of this equation by averaging method.
  • Estimating the stability of solution obtained.
This worksheet demonstrates Maple's capabilities in finding the graphical solution and dealing with the stability of the steady state solution of Van der Pol 's differential equation. All rights reserved. Copying or transmitting of this material without the permission of the authors is not allowed.
Technology Type: Computer 
Authors: Co Hong Tran
Co . H . Tran - NCU HUI MMI HCMC
Language: English 
Cost: Does not require payment for use

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Courses: Calculus Applications of Derivatives, Differential equations