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Dynamics of secondary instability in Bénard Marangoni convection with unidimensional heating

机译:Bnnard marangoni对流中二维不稳定性的一维加热动力学

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摘要

The dynamics of Bknard-Marangoni convection with unidimensional heating in a purefluid is studied experimentally. Convection begins with rolls parallel to the heater. Thecharacteristics of these primary rolls have been determined. When the temperature differenceacross the liquid layer is increased beyond a critical value a secondary instability appears.Motions transverse to the heater with a definite wavelength can be seen. Moreover, for smallangles between the heater and the fluid surface, the pattern drifts along the heater with avelocity that depends almost linearly on the inclination. A phenomenological phase equation isproposed to interpret this observation.
机译:实验研究了纯流体中一维加热的Bknard-Marangoni对流动力学。对流从平行于加热器的卷开始。这些初级卷的特性已经确定。当整个液体层的温差增加到超过临界值时,会出现二次不稳定性。可以看到横过加热器的具有确定波长的运动。而且,对于加热器和流体表面之间的小角度,图案沿着加热器漂移,其速度几乎线性地取决于倾角。提出了一种现象学的相位方程来解释这一现象。

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