arxiv: 1403.2953 · v2 · pith:EUN2RDHLnew · submitted 2014-03-12 · 🌊 nlin.CD · cond-mat.soft· math.DS· physics.flu-dyn

Frontiers of chaotic advection

Hassan Aref , John R. Blake , Marko Budi\v{s}i\'c , Silvana S. S. Cardoso , Julyan H. E. Cartwright , Herman J. H. Clercx , Kamal El Omari , Ulrike Feudel

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Ramin Golestanian Emmanuelle Gouillart GertJan F. van Heijst Tatyana S. Krasnopolskaya Yves Le Guer Robert S. MacKay Vyacheslav V. Meleshko Guy Metcalfe Igor Mezi\'c Alessandro P. S. de Moura Oreste Piro Michel F. M. Speetjens Rob Sturman Jean-Luc Thiffeault Idan Tuval

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classification 🌊 nlin.CD cond-mat.softmath.DSphysics.flu-dyn

keywords advectionchaoticflowsapplicationsatmosphericbiologicaldecadesdiverse

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This work reviews the present position of and surveys future perspectives in the physics of chaotic advection: the field that emerged three decades ago at the intersection of fluid mechanics and nonlinear dynamics, which encompasses a range of applications with length scales ranging from micrometers to hundreds of kilometers, including systems as diverse as mixing and thermal processing of viscous fluids, microfluidics, biological flows, and oceanographic and atmospheric flows.

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Frontiers of chaotic advection

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