We study the escape problem of a bistable sawtooth system driven by correlated multiplicative and additive white noises.Exact analytic representation of the relative escape rate is obtained.Some novel phenomena are fo...We study the escape problem of a bistable sawtooth system driven by correlated multiplicative and additive white noises.Exact analytic representation of the relative escape rate is obtained.Some novel phenomena are found from the calculation result;“suppression platform”appears in the relative escape rate when the noise correlation coefficientλis positive.Moreover,for small positive values ofλ,the relative escape rate exhibits“suppression platform”and then“resonant activation”with the increasing noise strength ratio R.展开更多
基金Supported by the National Natural Science Foundation of China under Grant No.19975020。
文摘We study the escape problem of a bistable sawtooth system driven by correlated multiplicative and additive white noises.Exact analytic representation of the relative escape rate is obtained.Some novel phenomena are found from the calculation result;“suppression platform”appears in the relative escape rate when the noise correlation coefficientλis positive.Moreover,for small positive values ofλ,the relative escape rate exhibits“suppression platform”and then“resonant activation”with the increasing noise strength ratio R.
