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Direct numerical simulation of MHD flow with electrically conducting wall

机译:带导电壁的MHD流动的直接数值模拟

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The 2D vortex problem and 3D turbulent channel flow are treated numerically to assess the effect of electrically conducting walls on turbulent MHD flow. As a first approximation, the twin vortex pair is considered as a model of a turbulent eddy near the wall. As the eddy approaches and collides with the wall, a high value electrical potential is induced inside the wall. The Lorentz force, associated with the potential distribution, reduces the velocity gradient in the near-wall region. When considering a fully developed turbulent channel flow, a high electrical conductivity wall was chosen to emphasize the effect of electromagnetic coupling between the wall and the flow. The analysis was performed using DNS. The results are compared with a non-MHD flow and MHD flow in the insulated channel. The mean velocity within the logarithmic region in the case of the electrically conducting wall is slightly higher than that in the non-conducting wall case. Thus, the drag is smaller compared to that in the non-conducting wall case due to a reduction of the Reynolds stress in the near wall region through the Lorentz force. This mechanism is explained via reduction of the production term in the Reynolds shear stress budget.
机译:对2D涡旋问题和3D湍流通道流动进行了数值处理,以评估导电壁对MHD湍流的影响。作为第一近似,双涡流对被认为是壁附近湍流涡的模型。随着涡流接近并与壁碰撞,在壁内部感应出高价值的电势。与电势分布相关的洛伦兹力降低了近壁区域的速度梯度。当考虑充分发展的湍流通道流时,选择高电导率的壁来强调壁与流之间的电磁耦合效应。使用DNS执行分析。将结果与绝缘通道中的非MHD流量和MHD流量进行比较。在导电壁的情况下,对数区域内的平均速度略高于非导电壁情况下的平均速度。因此,由于通过洛伦兹力减小了近壁区域中的雷诺应力,因此与非导电壁情况相比,阻力较小。通过减少雷诺剪切应力预算中的生产期限来解释这种机理。

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