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Thermocapillary Convection in a Plane Liquid Layer with Concentration Heat Sources

机译:具有集中热源的平面液体层中的热毛细管对流

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Thermocapillary instability of a plane liquid binary-mixture layer with time-dependent surface tension is studied under weightlessness conditions. The liquid is heated (or cooled) due to heat release by an active admixture. The heat release rate is proportional to the active-component concentration. The admixture is transported by convection and diffusion. The active component "burns up" with time. The neutral curves for monotonous and oscillating disturbances are found for different values of the nondimensional parameters. Some nonlinear convection regimes are studied numerically by a finite-difference method. The dependence of the convective flow intensity on the Marangoni number is determined. The phase portraits of unsteady regimes are found.
机译:在失重条件下研究了具有时间依赖性表面张力的平面液体二元混合物层的热毛细管不稳定性。由于活性混合物释放的热量,液体被加热(或冷却)。放热率与活性成分浓度成正比。混合物通过对流和扩散来运输。活动组件会随着时间的流逝而“燃烧”。对于无量纲参数的不同值,找到了单调和振荡干扰的中性曲线。通过有限差分法数值研究了一些非线性对流形式。确定对流强度对马兰戈尼数的依赖性。发现了不稳定状态的相图。

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