CO HONG TRAN , CO . H. TRAN - NCU - HUI HCMC Vietnam
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THE SOLUTION STABILITY OF VAN DER POL'S EQUATION .
Series:
Unknown
Year:
Unknown
Raiting:
4.5/5
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 s
tate 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 .
Show more
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Book list
THE SOLUTION STABILITY OF VAN DER POL'S EQUATION .
Series:
Unknown
Year:
Unknown
Raiting:
4.5/5
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 s
tate 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 .
Show more
add to favoritesadd In favorites
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What readers are saying
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write a commentGenre
if you like CO HONG TRAN , CO . H. TRAN - NCU - HUI HCMC Vietnam try:
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