Sandbox
Van der Pohl oscillator
Van der Pol’s equation describes the auto-oscillations of a generator on a triode for a tube with a cubic characteristic.
\[\ddot{x} - \mu (1 - x^2) \dot{x} + x = 0\]For $\mu = 1.0$ and initial conditions $(1, 0)$
Van der Pol’s equation describes the auto-oscillations of a generator on a triode for a tube with a cubic characteristic.
\[\ddot{x} - \mu (1 - x^2) \dot{x} + x = 0\]For $\mu = 1.0$ and initial conditions $(1, 0)$