Taylor microscale in turbulence

E638889

The Taylor microscale in turbulence is a characteristic length scale that quantifies the size of eddies where viscous dissipation begins to significantly affect turbulent motion, bridging the gap between large energy-containing eddies and the smallest dissipative scales.

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Label Occurrences
Taylor microscale in turbulence canonical 1

Statements (49)

Predicate Object
instanceOf characteristic length scale
turbulence length scale
appearsIn Kolmogorov similarity hypotheses NERFINISHED
turbulence closure models
appliesTo homogeneous turbulence
incompressible turbulence
isotropic turbulence
assumes local isotropy in small-scale turbulence
bridges Kolmogorov length scale
integral length scale
characterizes onset of viscous dissipation effects in eddies
definedInTermsOf longitudinal velocity autocorrelation function
mean square velocity fluctuations
mean square velocity gradients
dependsOn dissipation rate of turbulent kinetic energy
fluid viscosity
turbulent kinetic energy
describes intermediate scale of turbulent eddies
scale where viscous effects become important
field fluid mechanics
turbulence research
hasDimension length
introducedBy G. I. Taylor NERFINISHED
largerThan Kolmogorov length scale NERFINISHED
measuredIn meters
namedAfter G. I. Taylor NERFINISHED
occursAt transition between inertial and viscous ranges
partOf hierarchy of turbulence scales
relatedTo Reynolds number
energy spectrum of turbulence
turbulent kinetic energy dissipation rate
velocity gradients
relevantFor design of turbulence experiments
grid resolution requirements in DNS
smallerThan integral length scale
symbol λ
usedIn atmospheric boundary layer modeling
atmospheric turbulence studies
combustion turbulence analysis
engineering turbulence modeling
experimental turbulence analysis
fluid dynamics
ocean turbulence studies
turbulence theory
wind tunnel turbulence measurements
usedToCharacterize isotropy of small scales
small-scale structure of turbulence
usedToEstimate dissipation rate from velocity gradients
turbulence Reynolds number

Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

G. I. Taylor knownFor Taylor microscale in turbulence