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Marginal turbulent magnetohydrodynamic flow in a square duct

机译:方管中的边际湍流磁流体动力流

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Direct numerical simulations using a high-order finite-difference method were performed of the turbulent flow in a straight square duct in a transverse magnetic field. Without magnetic field the turbulence can be maintained for values of the bulk Reynolds number above approximately Re=1077 [M. Uhlmann et al., "Marginally turbulent flow in a square duct," J. Fluid Mech.588, 153 (2007)]. In the magnetohydrodynamic case this minimal value of the bulk Reynolds number increases with the Hartmann number. The flow is laminar at Re=3000 when the Hartmann number is larger than Ha=12.5 and the flow is turbulent for Ha≦12.0. The secondary mean flow structure at Re=3000 consists of eight vortices located mainly at the Hartmann walls.
机译:在横向磁场中,使用直角方管中的湍流进行了使用高阶有限差分法的直接数值模拟。在没有磁场的情况下,可以使湍流的雷诺数保持在大约Re = 1077 [M]以上。 Uhlmann等人,“方管中的边际湍流”,J。Fluid Mech.588,153(2007)。在磁流体动力学情况下,整体雷诺数的最小值随哈特曼数增加。当Hartmann数大于Ha = 12.5时,流在Re = 3000时是层流的,并且当Ha≤12.0时,流是湍流的。 Re = 3000处的次要平均流结构由主要位于Hartmann壁的八个涡流组成。

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