结构噪声环境中的Kramers型有效反应流
Kramers-type effective Reactive Flow in Structured-noise Environments
摘要：
通过解析求解直接受三种内部结构噪声（谐波噪声、谐波速度噪声和谐波加速度噪声）驱动的广义Langevin方程，研究了三种典型反常扩散系统的非马尔可夫特性.用反应通量法计算了随时间变化的反应速率和透射系数。在谐波噪声和谐波加速度噪声系统中，出现了Kramers型有效反应流的惊人行为。
英文摘要：
The non-Markovian features of three typical anomalous diffusing systems are studied by analytically solving the generalized Langevin equation directly driven by three kind of internal structured-noises: harmonic noise, harmonic velocity noise and harmonic acceleration noise, respectively. The time-dependent reaction rate and the transmission coefficient are calculated by using of the reactive flux method. A startling behavior of Kramers-type effective reactive flow is witnessed in the harmonic noise and harmonic acceleration noise systems.
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