Authors: Andrew Alexander Logan
This paper investigates the onset of turbulence in incompressible viscous fluid flow over a flat plate by looking at the pressure gradients implied by the Blasius solution for laminar fluid flow and adjusting the predicted flow, leading to a mathematically predictable flow separation in the boundary layer and the onset of turbulence (including both transition and fully turbulent regions - both with and without the presence of a flat plate). It then considers the implications for potential analytic solutions to the Navier-Stokes Equations of the fact that it is possible to predict turbulence and a singularity for many flows (at any velocity).
Comments: 9 Pages. 4 figures, typos corrected
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[v1] 2020-08-05 12:31:59
[v2] 2020-08-13 10:32:03
[v3] 2020-08-24 12:25:13
[v4] 2020-09-04 14:53:52
[v5] 2020-09-08 19:54:42
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