Parametric Excitation, Localization and Synchronization in Nonlinear Hydrodynamical Systems
Denis S. Goldobin
TL;DR
This dissertation explores nonlinear hydrodynamical systems, focusing on parametric excitation, flow localization, and synchronization phenomena through four original research chapters.
Contribution
It presents four novel studies on convection and synchronization in porous layers and nonlinear systems, expanding understanding of complex hydrodynamical behaviors.
Findings
Parametric excitation induces convection in binary mixtures.
Localization occurs under inhomogeneous heating conditions.
Synchronization of nonlinear systems can be driven by common noise.
Abstract
The dissertation contains 4 original chapters: 1) Parametric excitation of Soret-driven convection of binary mixture in a horizontal porous layer. 2) Soret-driven convection in a horizontal porous layer from a heat or concentration source. 3) Localization of convective flows under randomly inhomogeneous heating. 4) Synchrony of nonlinear systems driven by common noise.
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Taxonomy
TopicsAdvanced Thermodynamics and Statistical Mechanics · Nonlinear Dynamics and Pattern Formation · Field-Flow Fractionation Techniques