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APS -70th Annual Meeting of the APS Division of Fluid Dynamics- Event - Challenges with modeling thermal flows in the slip-flow regime

机译:APS-流体动力学APS部门第70届年会-事件-在滑流状态下模拟热流面临的挑战

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The success of the Navier-Stokes-Fourier (NSF) equations has encouraged researchers to develop various velocity-slip and temperature-jump boundary conditions that are deemed suitable for flows that are in a weakly rarefied state. The degree of rarefaction can be estimated through the Knudsen number, Kn, which relates the mean free path of the gas to some characteristic length scale. If the Knudsen number is in the range 0.001 extless Kn extless 0.1 the flow is in the extit{slip flow} regime. The assumption is that the NSF equations remain valid if the boundary conditions are modified to take account of velocity-slip and temperature-jump at the wall. If Kn is in the range 0.1 extless Kn extless 10, the flow is in the extit{transition} regime and the NSF equations are no longer considered reliable. Recent results suggest that using the modified NSF equations for thermal problems in the slip flow regime can produce erroneous answers. This presentation will discuss issues related to thermal problems in the slip flow regime and highlights where researchers need to be very cautious.
机译:Navier-Stokes-Fourier(NSF)方程式的成功鼓励研究人员开发各种速度滑移和温度跃变边界条件,这些条件被认为适用于稀疏状态下的流动。稀疏度可以通过克努森数Kn估算,该数将气体的平均自由程与某些特征长度尺度相关联。如果克努森数在0.001≤Kn≤0.1的范围内,则流量处于退出{滑流}状态。假设如果修改边界条件以考虑墙的速度滑移和温度跳跃,则NSF方程仍然有效。如果Kn处于0.1 extless Kn extless 10的范围内,则流量处于extit {transition}状态,并且NSF方程不再被认为是可靠的。最近的结果表明,对滑流状态下的热问题使用改进的NSF方程可能会产生错误的答案。本演讲将讨论与滑流状态下的热问题有关的问题,并强调研究人员需要非常谨慎的地方。

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