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On harmonic perturbations in a turbulent mixing layer
Nicolas Reau,
Anatoli Tumin
Aerospace and Mechanical Engineering
Applied Mathematics - GIDP
Research output
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Contribution to journal
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Article
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peer-review
49
Scopus citations
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Keyphrases
Divergence
100%
Mean Flow
100%
Amplitude Equations
100%
Turbulent Mixing Layer
100%
Harmonic Perturbation
100%
Decomposition Method
50%
Rate of Spread
50%
High Amplitude
50%
Second Harmonic
50%
Nonlinear Term
50%
Reynolds Stress
50%
Self-interaction
50%
Eddy-viscosity Model
50%
Phase Averaging
50%
Mixing Layer
50%
Turbulent Motion
50%
Instantaneous Velocity
50%
Velocity Disturbance
50%
Turbulent Fluctuation
50%
Coherent Phase
50%
Nonlinear Feedback
50%
Triple Decomposition
50%
Instantaneous Pressure
50%
Engineering
Harmonics
100%
Mixing Layer
100%
Good Agreement
33%
Nonlinear Term
33%
Reynolds Stress
33%
Eddy-Viscosity Model
33%
Spreading Rate
33%
Instantaneous Velocity
33%
Disturbance Velocity
33%
Turbulent Motion
33%
Nonlinear Feedback
33%
Earth and Planetary Sciences
Turbulent Mixing
100%
Harmonics
100%
Nonlinear Feedback
33%
Eddy Viscosity
33%