Classical Physics

   

Fundamental Solution of the Turbulence Problem Avoiding Hypotheses

Authors: Rolf Warnemünde

Locality, natural causality and deterministics are the fundamental principles of this treatise. A dense fluctuating point set with unique linking to physical movements facilitates the setting up of partial differential equations. So a clear definition of a turbulent fluid is established. Stochasticity in the sense of an ensemble theory is considered by distributions of motion quantities of an unlimited number of parallelly existent deterministic systems. First, particle transport equations of 1. Brownian motion as molecular self diffusion, 2. Stochastic transport by longitudinal fluctuations of a continuum, 3. Stochastic transport by turbulent continuum-fluctuations are developed. So Transition probabilities of moving quantities are evolved. The connection of deterministics and stochastics in the sense of an ensemble theory enables a complete deterministic turbulence equation set. The result is pure geometrodynamics of turbulence on one side and pure geometrodynamics of deformation on the other side. At the end, the incorrectness of the known equation set of laminar fluiddynamics for turbulence problems is discussed.

Comments: 122 Pages. c 2019 CC BY-NC-ND

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[v1] 2019-07-11 03:00:32

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