Titlebook: Analysis and Control of Mixing with an Application to Micro and Macro Flow Processes; Luca Cortelezzi,Igor Mezi? Book 2009 CISM Udine 2009

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控訴

Advection-diffusion in chaotic flows,cal setting for studying mixing in laminar incompressible flows. In its beginnings., i. e. starting from the paper by (.), the field of laminar mixing was essentially a new playground for physicists, fluid dynamicists and engineers, where the tools of dynamical system theory could be applied.

不溶解

On Random Mixing, of the mixture, its shape, and rate of deformation as it evolves towards uniformity. Two distinct experiments, one involving an ever dispersing mixture, the other a mixture confined in a channel, both in high Reynolds, three dimensional flows, behave very di erently. We show how these differences a

–DOX

Experimental Visualization of Lagrangian Coherent Structures Using Eulerian Averaging,lizing Lagrangian coherent structures in dynamically rich flows. For steady and time-periodic laminar flows a formal theory has been developed that explains the success of such technique by showing the equivalency between Eulerian and Lagrangian averages of quantities conserved along particle paths.

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Reactions in chaotic flows,pen flows, reaction is concentrated on the fractal filaments of the unstable manifold of a chaotic saddle. In closed flows, the product does not show a well-defined fractal property, nevertheless, there is a transient filamentary structure present. We derive a rate equation both for frontal (autocat

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