INVESTIGATION OF STOCHASTIC RESONANCE IN MONOSTABLE SYSTEMS
N. V. Agudov, A. V. Krichigin
Abstract
N. V. Agudov, A. V. Krichigin
Abstract
The phenomena of stochastic resonance is studied in overdamped nonlinear monostable systems driven by a periodic signal and Gaussian white noise. It is shown that the signal power amplification as a function of input noise intensity can be different depending on nonlinearity: it can monotonically grow, decrease and it can reach a maximum at certain value of the noise intensity. Nevertheless, the output signal to noise ratio is shown to be always a decreasing function of input noise intensity.
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The phenomena of stochastic resonance is studied in overdamped nonlinear monostable systems driven by a periodic signal and Gaussian white noise. It is shown that the signal power amplification as a function of input noise intensity can be different depending on nonlinearity: it can monotonically grow, decrease and it can reach a maximum at certain value of the noise intensity. Nevertheless, the output signal to noise ratio is shown to be always a decreasing function of input noise intensity.
Key concepts: Stochastic resonance, Multivibrator, Noise (video), White noise, Gaussian noise, Nonlinear system, SIGNAL (programming language), Control theory (sociology)