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Linear waves at a surfactant-contaminated interface separating two fluids: Dispersion and dissipation of capillary-gravity waves
Girish K. Rajan,
Diane M. Henderson
Mathematics
Center for Computational Mathematics and Applications (CCMA)
Research output
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Contribution to journal
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Article
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peer-review
22
Scopus citations
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Dive into the research topics of 'Linear waves at a surfactant-contaminated interface separating two fluids: Dispersion and dissipation of capillary-gravity waves'. Together they form a unique fingerprint.
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Keyphrases
Approximation Formula
20%
Arbitrary Density
20%
Capillary Waves
20%
Decay Rate
40%
Deep Fluids
20%
Dispersion Relation
20%
Gravity Waves
20%
Gravity-capillary Waves
100%
Insoluble Surfactant
20%
Interfacial Delamination
20%
Linear Wave
100%
Ocean Swell
40%
Rate Prediction
20%
Rate-based Model
20%
Surfactant
100%
Temporal Decay
20%
Two Dimensional
20%
Two-fluid
100%
Two-wave
20%
Viscosity
20%
Wave Mode
20%
Wave number
20%
Engineering
Dispersion Relation
16%
Fluid Viscosity
16%
Limiting Case
16%
Main Result
16%
Marangoni
50%
Parametric Study
16%
Rate Model
16%
Support Interface
16%
Surfactant
100%
Two Dimensional
16%
Earth and Planetary Sciences
Capillary Wave
16%
Decay Rate
50%
Gravity Wave
100%
Surfactant
100%