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Stationarity of linearly forced turbulence in finite domains
E. Gravanis, E. Akylas
Department of Engineering
Cyprus University of Technology
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peer-review
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Dive into the research topics of 'Stationarity of linearly forced turbulence in finite domains'. Together they form a unique fingerprint.
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Keyphrases
Finite Domain
100%
Stationarity
100%
Forced Turbulence
100%
Stationary States
100%
Decaying Turbulence
80%
Direct numerical Simulation
60%
Linear Force
60%
Self-preservation
40%
Integral Length Scale
40%
Velocity Field
40%
View-specific
20%
Self-similarity
20%
Viscosity
20%
Original Description
20%
Third Order
20%
Turbulence
20%
Reynolds number
20%
Periodic Boundary Conditions
20%
Ordered Structure
20%
Symmetry Argument
20%
Isotropic Turbulence Model
20%
Approximate Symmetry
20%
Naturalness
20%
Forcing Term
20%
FORCE Scheme
20%
Constant Coefficients
20%
Structure Function
20%
Late-time Behavior
20%
Local Isotropy
20%
Similarity Scales
20%
Stable Fixed Point
20%
Solenoid
20%
Symmetry Breaking
20%
Isotropy
20%
Exact Symmetry
20%
Taylor Microscale
20%
Scale Symmetry
20%
Engineering
Finite Domain
100%
Stationarity
100%
Stationary State
100%
Direct Numerical Simulation
60%
Similarities
40%
Integral Length Scale
40%
Velocity Field
40%
Fluid Viscosity
20%
Isotropic Turbulence
20%
Reynolds' Number
20%
Periodic Boundary
20%
Correlator
20%
Final State
20%
Taylor Microscale
20%
Constant Coefficient
20%
Local Isotropy
20%
Simple Scheme
20%
Stable Fixed Point
20%
Domain Size
20%
Structure Function
20%
Boundary Condition
20%
Spatial Distribution
20%
Mathematics
Stationary State
100%
Finite Domain
100%
Stationarity
100%
Finiteness
60%
Computer Simulation
60%
Length Scale
40%
Spatial Distribution
40%
Velocity Distribution
40%
Self-Similarity
20%
Approximates
20%
Fixed Points
20%
Structure Function
20%
Constant Coefficient
20%
Final State
20%
Symmetry Breaking
20%
Boundary Condition
20%
Reynolds Number
20%
Correlator
20%
Physics
Direct Numerical Simulation
100%
Spatial Distribution
66%
Isotropic Turbulence
33%
Reynolds Number
33%
Periodic Boundary Condition
33%
Broken Symmetry
33%
Turbulence Model
33%