有跨 correlated 颜色噪音和小时间延期的一个光双稳态的系统的松驰时间 T 被调查。用 Novikov 定理和福克斯途径,稳定的概率分发被获得。T 的表示用 Stratonovich 去耦 ansatz 形式主义被导出。松驰时间 T 与增加增加 0 在二噪音或自我关联之间预定 1 趋于增加的噪音的跨关联的时间,这被发现,但是有增加的自我关联的减少预定 2 添加剂噪音。T 与增加的关联紧张或趋于增加的噪音紧张 Q 减少,但是与增加的添加剂噪音紧张 D 增加。在那里存在在 T 对延期时间的曲线的一座山峰。
The transient properties of a three-level atomic optical bistable system in the presence of multiplicative and additive noises are investigated. The explicit expressions of the mean first-passage time (MFPT) of the transition from the high intracavity intensity state to the low one are obtained by numerical computations. The impacts of the intensities of the multiplicative noise D M and the additive noise D A , the intensity of correlation between two noises λ, and the intensity of the incident light y on the MFPT are discussed, respectively. Our results show: (i) for the case of no correlation between two noises (λ = 0.0), the increase in D M and D A can lead to an increase in the probability of the transition to the low intracavity intensity state, while the increase in y can lead to a retardation of the transition; and (ii) for the case of correlation between two noises (λ = 0.0), the increase in λ can cause an increase in the probability of the transition, and the increase in D A can cause a retardation of the transition firstly and then an increase in the probability of the transition, i.e., the noise-enhanced stability is observed for the case of correlation between two noises.