19 September 2011 to 14 October 2011
Nordita
Europe/Stockholm timezone

The motion of 1D driven interfaces: exact solutions of the KPZ equation

27 Sept 2011, 10:00
45m
132:028 (Nordita)

132:028

Nordita

Speaker

Prof. Herbert Spohn (Zentrum Mathematik and Physik Department, TU M¨ unchen)

Description

A widely studied nonequilibrium interface dynamics considers a stable phase in contact with a metastable phase. If the order parameter for the bulk phases is not conserved and mixes rapidly, the effective equation of motion for the interface was proposed by Kardar, Parisi, and Zhang some time ago. We explain some recent exact solutions of this equation in the case of a 1 D interface and their connection to the thin film turbulent liquid experiment by Takeuchi and Sano. In particular, the unanticipated role of replicas will be emphasized.

Primary author

Prof. Herbert Spohn (Zentrum Mathematik and Physik Department, TU M¨ unchen)

Presentation materials

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