M. Evstigneev et al., Application of the method of moments for calculating the dynamic response of periodically driven nonlinear stochastic systems, J PHYS A, 34(12), 2001, pp. 2595-2605
It is shown that the method of moments allows one to calculate the first- a
nd higher-harmonic susceptibilities of nonlinear stochastic systems with hi
gh accuracy. The dependence of the spectral amplification at the first thre
e harmonics on the noise intensity is studied. It is shown that stochastic
resonance at the third harmonic occurs at two separate values of the noise
intensity for not too large a bias. Also, it is demonstrated that even when
the bias is so large that the bistable system turns into a monostable one,
the stochastic resonant enhancement of the system's sensitivity to the ext
ernal driving field is still observed at some optimal non-zero value of the
noise intensity.