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Nonequilibrium steady states of driven periodic media
Leon Balents, M. Cristina Marchetti
Department of Physics
Research output
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Contribution to journal
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Article
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peer-review
211
Scopus citations
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Dive into the research topics of 'Nonequilibrium steady states of driven periodic media'. Together they form a unique fingerprint.
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Keyphrases
Nonequilibrium Steady State
100%
Motion Direction
100%
Periodic Media
100%
Smectic
100%
Equations of Motion
100%
Liquid Channels
50%
Periodic Substrate
50%
Functional Renormalization Group
50%
Dynamic Order Parameter
50%
Smectic Phase
50%
Wave Vector
50%
Kardar-Parisi-Zhang Equation
50%
Transverse Response
50%
Non-conservative Force
50%
Mean Velocity
50%
Hydrodynamic Variables
50%
Hydrodynamic Equations
50%
Non-equilibrium Effects
50%
Flowing Liquid
50%
Temperature Behavior
50%
Range Order
50%
Laboratory Frame
50%
Finite Temperature
50%
Linear Equations of Motion
50%
Divergence
50%
Non-equilibrium Phase
50%
Periodic Array
50%
Convection Term
50%
Fluctuation-dissipation Theorem
50%
Mathematics
Two Dimensions
100%
Three-Dimension
100%
Wave Vector
50%
Laboratory Frame
50%
System Size
50%
Range Order
50%
Perpendicularity
50%
Dissipation Theorem
50%
Convective Term
50%
Random Case
50%
Nonlinearities
50%
Physics
Equation of Motion
100%
Nonequilibrium Steady States
100%
Melting Point
33%
Hydrodynamic Equation
33%
Long-Range Order
33%
Finite-Temperature
33%
Engineering
Nonequilibrium Steady States
100%
Size System
33%
Range Order
33%
Hamiltonian
33%
Convective
33%
Temperature Behavior
33%
Hydrodynamic Equation
33%
Chemistry
Nonequilibrium
100%
Order Parameter
25%
Smectic Phase
25%
Finite-Temperature
25%
Long-Range Order
25%
Fluctuation-Dissipation Theorem
25%
Material Science
Hydrodynamics
100%
Long-Range Order
33%