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Onset and non-linear regimes of Soret-induced convection in binary mixtures heated from above

机译:在从上方加热的二元混合物中索长诱导对流的发作和非线性方案

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The paper deals with the investigation of the onset and non-linear regimes of convection of liquid binary mixtures with negative Soret effect heated from above. The linear stability of a convectionless state in a horizontal layer is studied by the numerical solution of the linearized problem on the temporal evolution of small perturbations of the unsteady base state. Non-linear regimes of convection are investigated by the numerical solution of the non-linear unsteady equations for a horizontally elongated rectangular cavity. The calculations are performed for water-ethanol and water-isopropanol liquid mixtures and for colloidal suspensions. The dependences of the instability onset time and wave number of the most dangerous perturbations on the solutal Rayleigh number (gravity level) obtained by a linear stability analysis and non-linear calculations are found to be in a very good agreement. A favorable comparison with the existing experimental and numerical data is presented.
机译:本文涉及研究液体二元混合物对液体二元混合物对流的起始和非线性方案的调查。 通过线性化问题的数值解,研究了水平层中的对转向状态的线性稳定性。 通过用于水平细长的矩形腔的非线性非定常方程的数值溶液来研究对流的非线性规定。 对水 - 乙醇和水 - 异丙醇液体混合物和胶体悬浮液进行计算。 发现通过线性稳定性分析和非线性计算获得的索特尔瑞利数(重力水平)上最危险的扰动的最危险扰动的依赖性的依赖性是非常良好的一致性。 提出了与现有实验和数值数据的有利比较。

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