[Formation and stability of dissipative structures].

V A Eliukhin
Author Information

Abstract

The nonlinear interaction of the disturbed wave packet modes has been analysed within nonlinear parabolic equation. There has also been designed the approach to a limit cycle regime of an isolated mode, the analytical stability criterion of the obtained solutions having separated the existance spheres of isolated and multimode regimes. Stochastization and self-organization processes taking place during the formation of dissipative structures have been studied by methods of random function theory.

MeSH Term

Biophysical Phenomena
Biophysics
Catalysis
Diffusion
Homeostasis
Mathematics
Models, Theoretical
Probability
Spectrum Analysis
Stochastic Processes

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Created with Highcharts 10.0.0nonlinearisolatedstabilitydissipativeinteractiondisturbedwavepacketmodesanalysedwithinparabolicequationalsodesignedapproachlimitcycleregimemodeanalyticalcriterionobtainedsolutionsseparatedexistancespheresmultimoderegimesStochastizationself-organizationprocessestakingplaceformationstructuresstudiedmethodsrandomfunctiontheory[Formationstructures]

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