Classical Physics

    

Stabilization Principle in Dynamics.

Authors: Michail Zak

This paper introduces and illustrates the Stabilization Principle that provides a strategy for modeling post instability behavior in dynamics, including turbulence and chaos. It starts with investigation of different types of instability with the objective to demonstrate that stability is not a physical invariant since it depends upon the frame to which the motion of fluid is referred, upon the class of functions in which the governing equations are derived, est. The application of the Stabilization Principle to the Navier-Stokes equations is illustrated by closure of the Reynolds equations for the Poiseuille flow. Introduction.

Comments: 21 Pages.

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Submission history

[v1] 2016-05-29 19:47:39

Unique-IP document downloads: 249 times

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