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Numerical and experimental study on the flow history effects of axial flow on the Couette-Taylor flow

机译:轴向流动对库埃特-泰勒流动的历史影响的数值和实验研究

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In this research, experimental and numerical techniques are used to study the flow history effects of axial flow on the Couette-Taylor flow. For the experimental investigation, the flow is visualized using the PIV technique with reflective particles with a density of 1.62 g/cm(3). Dispersed in a solution, the particles have a strong refraction index equal to 1.85. In this study, two protocols are adopted to study the effect of an axial flow superimposed on a Couette-Taylor flow, and of the history of the flow. The first one, the direct protocol, consists of imposing an azimuthal flow to the inner cylinder. In this case, when the regime is established, the axial flow is superimposed. The second protocol, the inverse protocol, consists of imposing first the axial flow in the gap of the system, after which an azimuthal flow is conveyed. The Couette-Taylor flow with axial flow is strongly dependent on the flow history (the protocol). Thus, the flow structures and development for different protocols are studied and analyzed here experimentally and numerically. In addition, from the numerical results, mathematical models for the two protocols are presented. For the direct protocol, a new relation between the axial Reynolds number, which stabilizes the Couette-Taylor flow, and the Taylor number is presented; for the inverse protocol, a new mathematical model for the critical Taylor number is developed as a function of the axial Reynolds number and also the first critical Taylor number without axial flow.
机译:在这项研究中,实验和数值技术被用于研究轴流对库埃特-泰勒流的流动历史影响。为了进行实验研究,使用PIV技术以密度为1.62 g / cm(3)的反射粒子对流动进行可视化。分散在溶液中,颗粒的强折射率等于1.85。在这项研究中,采用了两种协议来研究叠加在Couette-Taylor流上的轴向流的影响以及流的历史。第一个是直接协议,包括向内部圆柱体施加方位角流。在这种情况下,当建立状态时,轴向流量会叠加。第二种方案,即反向方案,包括首先在系统的间隙中施加轴向流,然后再输送方位角流。带有轴向流的Couette-Taylor流在很大程度上取决于流历史(协议)。因此,这里通过实验和数值研究和分析了不同协议的流程结构和发展。另外,从数值结果出发,给出了两种协议的数学模型。对于直接方案,提出了使库埃特-泰勒流动稳定的轴向雷诺数与泰勒数之间的新关系。对于逆协议,根据轴向雷诺数以及第一个没有轴向流动的临界泰勒数,开发了针对临界泰勒数的新数学模型。

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