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The Flow of Mechanical Energy in Convective Boundary Layers

机译:对流边界层中的机械能流

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摘要

There are two frameworks within which we can discuss turbulence energy in convective boundary layers. The first is the one provided by the Reynolds-averaged Navier-Stokes (RANS) energy equations, as interpreted by Osborne Reynolds in the late nineteenth century. The other, much newer framework is that provided by complex dynamical systems. The former gives prominence to the interpretation of local budgets of turbulence kinetic energy while the latter emphasizes the energy flows necessary to maintain turbulence in a statistically-steady state. It is argued that these frameworks constitute two incompatible paradigms, since the first localizes physical interpretation of the RANS kinetic energy budget while the second denies such a simple view. The local interpretation traces back to the way Reynolds himself interpreted his RANS energy equations, which interpretation is examined here and found to be faulty. We present a schematic model for energy flow in convective boundary layers from a complex dynamical systems' perspective, and use it to re-interpret the RANS energy equation.
机译:我们可以在两个框架中讨论对流边界层中的湍流能量。第一个是由雷诺平均Navier-Stokes(RANS)能量方程式提供的,这是19世纪后期Osborne Reynolds解释的。另一个更新得多的框架是由复杂的动力学系统提供的框架。前者突出了对湍流动能的局部预算的解释,而后者则强调了将湍流保持在统计稳定状态所必需的能量流。有人认为,这些框架构成了两个不兼容的范式,因为第一个将RANS动能预算的物理解释本地化,而第二个则否认了这种简单的观点。局部解释可以追溯到雷诺兹本人解释他的RANS能量方程式的方式,此处对这种解释进行了检验,发现它是错误的。我们从复杂的动力学系统的角度为对流边界层中的能量流动提供了一个示意性模型,并用它来重新解释RANS能量方程。

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