The Theory of Equivalence Measures and Stochastic Theory of Turbulence for Non-Isothermal Flow on the Flat Plate

In accordance with a theory of equivalence measures, the systems of stochastic equations for energy, momentum and mass are applied to non-isothermal flows. The analytical dependencies for estimations of the critical Reynolds number and value of the critical point of regime change for non-isothermal and compressible flows are written. As an example, the classical flow of the Newtonian medium on the smooth flat plate is considered.