Hydrothermal Waves in a Disk of Fluid
Identifieur interne : 000C33 ( France/Analysis ); précédent : 000C32; suivant : 000C34Hydrothermal Waves in a Disk of Fluid
Auteurs : Nicolas Garnier [France] ; Arnaud Chiffaudel [France] ; François Daviaud [France]Source :
- Springer Tracts in Modern Physics [ 0081-3869 ] ; 2006.
Abstract
Abstract: Rayleigh—Bénard and Bénard—Marangoni instabilities have been studied for roughly a century and have served as prototypes for the transition to temporal chaos as well as spatio—temporal chaos of an initially. Using the Marangoni effect [1, 2] with a horizontal temperature gradient to drive the system out of equilibrium, one can observe propagating wave instabilities: hydrothermal waves [3]. This chapter presents different instability regimes of thermocapillary flows in extended geometry, focusing on propagating waves. We first introduce thermocapillary flows, and give some indications about physical effects involved. We then review experimental results in cylindrical geometry and illustrate how rich those systems are.
Url:
DOI: 10.1007/978-0-387-25111-0_8
Affiliations:
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ISTEX:417B05D68542D845BB6645C6F2A44ADEF4ADCC34Le document en format XML
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Using the Marangoni effect [1, 2] with a horizontal temperature gradient to drive the system out of equilibrium, one can observe propagating wave instabilities: hydrothermal waves [3]. This chapter presents different instability regimes of thermocapillary flows in extended geometry, focusing on propagating waves. We first introduce thermocapillary flows, and give some indications about physical effects involved. 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