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Nonlinear analysis of stationary patterns in convection-reaction-diffusion systems

机译:对流-反应-扩散系统中平稳模式的非线性分析

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Stationary spatially inhomogeneous patterns which appear due to the interaction of reaction and convection in a packed-bed cross-flow reactor are observed and analyzed. A linear stability analysis was performed for the case of unbounded system, and an analytical expression for the amplification threshold was determined. Above this threshold stationary patterns could be sustained in bounded systems. A weakly nonlinear analysis is used in order to derive the governing amplitude equation. The results of linear and nonlinear analyses were verified by direct numerical simulations. [References: 20]
机译:观察和分析了在填充床错流反应器中由于反应和对流的相互作用而出现的平稳的空间不均匀模式。对于无界系统,进行线性稳定性分析,并确定扩增阈值的解析表达式。超过此阈值,固定模式可以在有界系统中维持。为了导出控制幅度方程,使用了弱非线性分析。通过直接数值模拟验证了线性和非线性分析的结果。 [参考:20]

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