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Study of force-dependent and time-dependent transition of secondary flow in a rotating straight channel by the lattice Boltzmann method

机译:格子Boltzmann方法研究旋转直通道中次级流的力依赖和时间依赖过渡

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A numerical study using the lattice Boltzmann method has been carried out for now through a rotating straight channel with a rectangular cross section. With different forces applied, the secondary flow exhibits two-cell states, four-cell states or six-cell states at a range of low rotational Reynolds number, however, within which only the two-cell states have been commonly reported. In addition to the force-dependent now transition, a time-dependent flow transition of the secondary now among two-cell states, four-cell states and six-cell states is also discovered during now development. These newly found flow transitions and their regulations by force application have been analyzed. Based on numbers of case studies, it is found that a dimensionless number, the ratio of the driving pressure gradient to the centrifugal force, regulates such now transitions. This study not only releases new phenomena of flow transition, but also indicates new applications in flow control, particle separation and heat transfer.
机译:目前,已经通过具有矩形横截面的旋转直通道对使用格子Boltzmann方法的数值进行了研究。在施加不同的力的情况下,次级流在低的旋转雷诺数范围内表现出两个单元的状态,四个单元的状态或六个单元的状态,但是,在其中通常仅报道了两个单元的状态。除了依赖于力的现在过渡之外,在现在的开发过程中,还发现了二次电池在两个单元状态,四个单元状态和六个单元状态之间的时间相关的流动过渡。分析了这些新发现的流动过渡及其通过力施加的规律。根据案例研究的数量,发现无量纲的数量(驱动压力梯度与离心力之比)调节了这种过渡。这项研究不仅释放了新的流动过渡现象,而且还指出了在流动控制,颗粒分离和传热方面的新应用。

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