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Influence of acoustic streaming on thermo-diffusion in a binary mixture under microgravity

机译:重力作用下声流对二元混合物中热扩散的影响

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摘要

An analytical and numerical study of the influence of acoustic streaming on species separation of a binary mixture under microgravity is presented. A rectangular cell filled with binary fluid is submitted to an ultrasonic propagating wave along a portion of one of its small walls while the opposite wall is perfectly absorbing. A temperature gradient is applied between the two other walls. The unicellular flow induced by the Eckart streaming may lead to significant species separation. In a first part, the hypothesis of par allel flow is used to determine the analytical solution which describes the unicellular flow and the sep aration is calculated analytically based on the acoustic streaming parameter, A, the acoustic beam width, ε, and the Schmidt number, Sc. Theses analytical results are corroborated by direct numerical simulations. In a second part, a linear stability analysis of the unicellular flow is performed. The eigenvalue problem resulting from the temporal stability analysis is solved by the Galerkin method, a spectral Tau-Chebychev method and by a finite element method. The thresholds for the stationary and oscillatory instability depend on the normalized acoustic beam width.
机译:分析和数值研究了声流对微重力下二元混合物物种分离的影响。充满二元流体的矩形小室沿着其小壁之一的一部分经受超声波传播的波,而相对的壁则被完美吸收。在其他两个壁之间施加了温度梯度。由Eckart流引起的单细胞流动可能导致明显的物种分离。在第一部分中,使用同位异位流假设来确定描述单细胞流的解析解,并基于声流参数A,声束宽度ε和施密特数解析计算分离度,Sc。这些分析结果通过直接数值模拟得到了证实。在第二部分中,进行单细胞流的线性稳定性分析。由时间稳定性分析产生的特征值问题可以通过Galerkin方法,频谱Tau-Chebychev方法和有限元方法来解决。平稳和振荡不稳定性的阈值取决于归一化声束宽度。

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