对数非线性系统中PDF尾部的预测
Predicting PDF tails in systems with logarithmic non-linearity
摘要：
利用模型非线性动力学方程计算了对数非线性系统中通量$R$的概率密度函数。一阶矩通量的PDF尾部解析预测为幂律。这些PDF尾巴被证明是更广泛的比高斯分布，是一种表现形式的短暂的相干结构（瞬子）所造成的不稳定性。
英文摘要：
The probability density function (PDF) of flux $R$ is computed in systems with logarithmic non-linearity using a model non-linear dynamical equation. The PDF tails of the first moment flux are analytically predicted to be power law. These PDF tails are shown to be broader than a Gaussian distribution and are a manifestation of intermittency caused by short lived coherent structures (instantons).
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
