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Finite Element Modeling of Non-equilibrium Fluid-Wall Interaction Beyond the Continuum Regime

机译:超越连续体状态的非平衡流体-壁相互作用的有限元建模

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Future passenger transportation will be done at speeds and altitudes higher than current civil aviation, in conditions where the Navier-Stokes equations become invalid as the atmospheric density and the residence time of fluid particles are greatly reduced. Among the many problems associated to these flight conditions, there is the fact that the flow does not fully accommodate the conditions at solid walls, and both flow velocity and temperature do not match the wall counterparts. A consistent finite element Galerkin approach is proposed to address the imposition of slip velocity and temperature jump conditions typical of such high-Mach and rarefied flows. The methodology is evaluated for flow conditions ranging from continuum to transitional.
机译:未来的旅客运输将以比当前民航更高的速度和高度进行,在这种情况下,Navier-Stokes方程将变得无效,因为大气密度和流体颗粒的停留时间将大大减少。在与这些飞行条件相关的许多问题中,有一个事实是,流量不能完全适应实心壁的条件,并且流速和温度都不与壁面对应。提出了一种一致的有限元Galerkin方法来解决这种高马赫数和稀疏流典型的滑移速度和温度跳跃条件的问题。对于从连续性到过渡性的流动条件,对该方法进行了评估。

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