A symmetry approach produces a unified analytical scaling law for mixing length in equilibrium APG turbulent boundary layers, with invariant Karman constant, self-consistent layer thicknesses, and one finite-Re correction parameter.
With the crossover s caling ansatz introduced, ℓm retrieves the linear scaling to match equation (14) when y∗ > y ∗ log
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Revisiting the mixing length scaling in pressure-gradient turbulent boundary layers via a symmetry approach
A symmetry approach produces a unified analytical scaling law for mixing length in equilibrium APG turbulent boundary layers, with invariant Karman constant, self-consistent layer thicknesses, and one finite-Re correction parameter.