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The stability of standing waves with small group velocity
Hermann Riecke
, Lorenz Kramer
*
*
Corresponding author for this work
Engineering Sciences and Applied Mathematics
Research output
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Article
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peer-review
23
Scopus citations
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Dive into the research topics of 'The stability of standing waves with small group velocity'. Together they form a unique fingerprint.
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Keyphrases
Standing Wave
100%
Group Velocity
100%
Traveling Wave
66%
Complex Dynamics
33%
Long Wavelength
33%
Weaker Conditions
33%
Electroconvection
33%
One Dimension
33%
Stability Limit
33%
Rectangle
33%
Nematic Liquid Crystal
33%
From below
33%
Spatiotemporal Chaos
33%
Parabola
33%
Near-threshold
33%
Uniaxial Anisotropy
33%
Zero Velocity
33%
Eckhaus
33%
Hyperbolic Equations
33%
Quasi-one-dimensional System
33%
Modulational Stability
33%
Quasi-two-dimensional System
33%
Counterpropagating Waves
33%
Destabilization Mechanism
33%
Wavenumber Selection
33%
Supercritical Hopf Bifurcation
33%
Mathematics
Standing Wave
100%
Traveling Wave
66%
Crossover
66%
Dimensional System
66%
Weaker Condition
33%
Starting Point
33%
Necessary Condition
33%
Complex Dynamic
33%
Hopf Bifurcation
33%
Parabola
33%
One Dimension
33%
Wave Number
33%
Earth and Planetary Sciences
Group Velocity
100%
Destabilization
100%
Crossover
66%
Traveling Wave
66%
Bifurcation
33%
Liquid Crystal
33%
Physics
Standing Wave
100%
Group Velocity
100%
Traveling Wave
66%
Anisotropy
33%
Liquid Crystal
33%
Bifurcation
33%
Material Science
Anisotropy
100%
Nematic Liquid Crystal
100%