Baras F., Malek Mansour M., Van den Broeck C. — Asymptotic Properties of Coupled Nonlinear Langevin Equations in the Limit of Weak Noise. II: Transition to a Limit Cycle
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Название: Asymptotic Properties of Coupled Nonlinear Langevin Equations in the Limit of Weak Noise. II: Transition to a Limit Cycle
Авторы: Baras F., Malek Mansour M., Van den Broeck C.
Аннотация:
We apply the singular perturbation technique, developed in the companion paper, to the study of the fluctuations at the onset of a limit cycle, both for the cases of a soft and a hard transition. The technique and results are illustrated on the Poincare model (soft transition) and on the Van der Pol oscillator (hard transition).
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