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Direct numerical simulations of transverse and spanwise magnetic field effects on turbulent flow in a 2:1 aspect ratio rectangular duct

机译:纵横比为2:1的矩形管道中横向和展向磁场对湍流影响的直接数值模拟

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Magnetic fields are used extensively to direct liquid metal flows in material processing. Continuous casting of steel uses different configurations of magnetic fields to optimize turbulent flows in rectangular cross-sections to minimize defects in the solidified steel product. Realizing the importance of a magnetic field on turbulent flows in rectangular cross-sections, the present work is aimed at understanding the effect of a magnetic field on the turbulent metal flow at a nominal bulk Reynolds number of ~5300 (based upon full duct height) (Re_τ = 170, based upon half duct height) and Hartmann numbers (based upon half duct height) of 0, 6.0 and 8.25 in a 2:1 aspect ratio rectangular duct. Direct numerical simulations in a non-MHD 2:1 aspect ratio duct followed by simulations with transverse and span-wise magnetic fields have been performed with 224 × 120 × 512 cells (~13.7 million cells). The fractional step method with second order space and time discretization schemes has been used to solve the coupled Navier-Stokes-MHD equations. Instantaneous and time-averaged natures of the flow have been examined through distribution of velocities, various turbulence parameters and budget terms. Spanwise (horizontal) magnetic field reorganizes and suppresses secondary flows more strongly. Turbulence suppression and velocity flattening effects are stronger with transverse (vertical) magnetic field.
机译:磁场在材料加工中广泛用于引导液态金属流动。钢的连续铸造使用不同的磁场配置来优化矩形截面中的湍流,以最大程度地减少凝固的钢产品中的缺陷。认识到磁场对矩形横截面中的湍流的重要性,本工作旨在了解标称体积雷诺数为5300(基于全风管高度)时磁场对湍流金属流的影响。 (Re_τ= 170,基于半导管高度)和Hartmann数(基于半导管高度)在纵横比为2:1的矩形导管中分别为0、6.0和8.25。使用224×120×512个单元(约1370万个单元)在非MHD长宽比为2:1的管道中进行了直接数值模拟,然后进行了横向和跨度磁场模拟。具有二阶空间和时间离散方案的分数步法已用于求解耦合的Navier-Stokes-MHD方程。通过速度分布,各种湍流参数和预算项对流动的瞬时和时间平均性质进行了检验。横向(水平)磁场会更强地重组并抑制二次流动。在横向(垂直)磁场中,湍流抑制和速度平坦化效果更强。

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