

Internet Resources for the
van der Pol System
- The
van der Pol System
David Smith, , Math. Dept., Duke University, Durham,
NC
- Van
der Pol Negative Resistance
Oscillator
R. Victor Jones, Applied Physics, Harvard University, Cambridge,
MA
- Equation
de Van der Pol
Physique/Informatique/Mathématiques, Lycée Comte de
Foix Prada Motxilla, France
- The
Van der Pol Equation
Peter Monk, Math. Dept., University of Delaware, Newark,
DE
- Homogeneous
second order ordinary differential
equations
Peter Monk, Math. Dept., University of Delaware, Newark,
DE
- List
of figures of 6 van der Pol Oscillators
Jim Swift, Math. Dept., Northern Arizona Univ., Flagstaff,
AZ
- Van
der Pol oscillator - Demonstrations
Michael Cross, Theoretical Physics, California Institute of
Technology
- Koper's
Extended Van der Pol Model
Gabriel Lord , Math. Dept., Heriot-Watt University, Edinburgh ,
UK
- The
Van der Pol Oscillator
Richard F. Martin, Physics Dept., Illinois State University,
Normal, IL
- Van-Der-Pol's
Equation
Jiri Kunovsky, Computer Sci., Technical University of Brno, Czech
Republic
- Chaos
from Euler Solution of ODEs; Van der
Pol
Julien Clinton Sprott, Physics Dept., University of Wisconsin,
Madison, WI
- van
der Pol Equation
Eric Weisstein, World of Mathematics, Wolfram Research Inc.,
Champaign, IL
- The
van der Pol Equation
Blair Fraser, Applied Math., Univ. Western Ontario,
Canada
- Solving
ODE Problems, the van der Pol equation
The MathWorks, Inc., Natick, MA
- Analytical
and numerical studies of the Bonhoeffer Van der Pol
system
Belinda Barnes; Roger Grimshaw, Math. Dept., Monash University,
Victoria, Australia
- The
Van der Pol oscillator applet 1
Rory Yorke, Engineering, University of Cape Town, South
Africa
- The
Van der Pol oscillator applet 2
Rory Yorke, Engineering, University of Cape Town, South
Africa
(c) John
H. Mathews 2004