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The development of spatial structure in an ionic chemical system induced by applied electric fields

机译:外加电场在离子化学系统中空间结构的发展

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The spatio-temporal structures that can arise in an ionic chemical system with a cubic autocatalytic reaction step (Gray-Scott kinetics) in the presence of an applied electric field are described. A linear stability analysis of the resulting reaction-diffusion-advection system, with different diffusion coefficients and consequently different electrochemical migration rates for the reacting species, suggests the possibility of both convective structures ('DIFICI') and Turing patterns (as well as interaction between them). The detailed linear analysis determines the domain of existence of these features in parameter space, the predictions from which are confirmed by extensive numerical simulations. These reveal that a wide variety of propagating structures can be sustained by the system, depending on the electric field strength and whether the ratio of diffusion coefficients of autocatalyst and substrate is above or below the critical values for Turing bifurcations.
机译:描述了在存在外加电场的情况下,在具有立方自催化反应步骤(格雷-斯科特动力学)的离子化学系统中可能出现的时空结构。对所得反应-扩散-对流系统进行线性稳定性分析,得出不同反应物种的扩散系数和因此不同的电化学迁移速率,表明对流结构('DIFICI')和图灵模式(以及他们)。详细的线性分析确定了这些特征在参数空间中的存在范围,并通过大量的数值模拟确认了预测结果。这些结果表明,取决于电场强度以及自催化剂和底物的扩散系数之比是高于还是低于图灵分叉的临界值,该系统可以维持多种传播结构。

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