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Turing Instability and Pattern Induced by Cross-Diffusion for a Nonlinear Reaction-Diffusion System of Turbulence-Shear Flow Interaction

机译:湍流-剪切流相互作用的非线性反应扩散系统交叉扩散引起的图灵不稳定性和模式

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摘要

The Turing instability and the phenomena of pattern formation for a nonlinear reaction-diffusion (RD) system of turbulence-shear flow interaction are investigated.By the linear stability analysis,the essential conditions for Turing instability are obtained.It indicates that the emergence of cross-diffusion terms leads to the destabilizing mechanism.Then the amplitude equations and the asymptotic solutions of the model closed to the onset of instability are derived by using the weakly nonlinear analysis.
机译:研究了湍流 - 剪切流动相互作用的非线性反应扩散(RD)系统的图案形成和图案形成现象。通过线性稳定性分析,获得了无稳定性的基本条件。表示交叉的出现 - 扩散术语导致破坏稳定机制。通过使用弱非线性分析来导出幅度方程和模型的模型的渐近溶液来得出。

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