Related references
Note: Only part of the references are listed.A self-sustaining process theory for uniform momentum zones and internal shear layers in high Reynolds number shear flows
Brandon Montemuro et al.
JOURNAL OF FLUID MECHANICS (2020)
Attached Eddy Model of Wall Turbulence
Ivan Marusic et al.
ANNUAL REVIEW OF FLUID MECHANICS, VOL 51 (2019)
A universal velocity profile for smooth wall pipe flow
Brian J. Cantwell
JOURNAL OF FLUID MECHANICS (2019)
A uniform momentum zone-vortical fissure model of the turbulent boundary layer
Juan Carlos Cuevas Bautista et al.
JOURNAL OF FLUID MECHANICS (2019)
Vortex-wave interaction arrays: a sustaining mechanism for the log layer?
Philip Hall
JOURNAL OF FLUID MECHANICS (2018)
Further experiments for mean velocity profile of pipe flow at high Reynolds number
N. Furuichi et al.
PHYSICS OF FLUIDS (2018)
Numerical evidence of logarithmic regions in channel flow at Re-tau=8000
Yoshinobu Yamamoto et al.
PHYSICAL REVIEW FLUIDS (2018)
Efficacy of single-component MTV to measure turbulent wall-flow velocity derivative profiles at high resolution
John R. Elsnab et al.
EXPERIMENTS IN FLUIDS (2017)
Hybrid Reynolds-Averaged/Large-Eddy Simulation Methodology from Symbolic Regression: Formulation and Application
Jack Weatheritt et al.
AIAA JOURNAL (2017)
Quantifying wall turbulence via a symmetry approach: a Lie group theory
Zhen-Su She et al.
JOURNAL OF FLUID MECHANICS (2017)
The engine behind (wall) turbulence : perspectives on scale interactions
B. J. McKeon
JOURNAL OF FLUID MECHANICS (2017)
An invariant representation of mean inertia: theoretical basis for a log law in turbulent boundary layers
Caleb Morrill-Winter et al.
JOURNAL OF FLUID MECHANICS (2017)
A methodology to evaluate statistical errors in DNS data of plane channel flows
Roney L. Thompson et al.
COMPUTERS & FLUIDS (2016)
Direct numerical simulation of turbulent channel flow up to Reτ ≈ 5200
Myoungkyu Lee et al.
JOURNAL OF FLUID MECHANICS (2015)
Finite Reynolds number properties of a turbulent channel flow similarity solution
J. Klewicki et al.
PHYSICS OF FLUIDS (2015)
Friction factor and mean velocity profile for pipe flow at high Reynolds numbers
N. Furuichi et al.
PHYSICS OF FLUIDS (2015)
Revisiting the mixing-length hypothesis in the outer part of turbulent wall layers: mean flow and wall friction
Sergio Pirozzoli
JOURNAL OF FLUID MECHANICS (2014)
Estimating the value of von Karman's constant in turbulent pipe flow
S. C. C. Bailey et al.
JOURNAL OF FLUID MECHANICS (2014)
Self-similarity in the inertial region of wall turbulence
J. Klewicki et al.
PHYSICAL REVIEW E (2014)
Streamwise velocity statistics in turbulent boundary layers that spatially develop to high Reynolds number
P. Vincenti et al.
EXPERIMENTS IN FLUIDS (2013)
A description of turbulent wall-flow vorticity consistent with mean dynamics
J. C. Klewicki
JOURNAL OF FLUID MECHANICS (2013)
Self-similar mean dynamics in turbulent wall flows
J. C. Klewicki
JOURNAL OF FLUID MECHANICS (2013)
On the logarithmic region in wall turbulence
Ivan Marusic et al.
JOURNAL OF FLUID MECHANICS (2013)
Reynolds-number scaling of turbulent channel flow
M. P. Schultz et al.
PHYSICS OF FLUIDS (2013)
Emergence of the four layer dynamical regime in turbulent pipe flow
J. Klewicki et al.
PHYSICS OF FLUIDS (2012)
High-Reynolds Number Wall Turbulence
Alexander J. Smits et al.
ANNUAL REVIEW OF FLUID MECHANICS, VOL 43 (2011)
Mean dynamics of transitional channel flow
J. Elsnab et al.
JOURNAL OF FLUID MECHANICS (2011)
Mean dynamics of transitional boundary-layer flow
J. Klewicki et al.
JOURNAL OF FLUID MECHANICS (2011)
NEW STATISTICAL SYMMETRIES OF THE MULTI-POINT EQUATIONS AND ITS IMPORTANCE FOR TURBULENT SCALING LAWS
Martin Oberlack et al.
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS-SERIES S (2010)
TIME AVERAGING IN TURBULENCE SETTINGS MAY REVEAL AN INFINITE HIERARCHY OF LENGTH SCALES
Paul Fife et al.
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS (2009)
On the logarithmic mean profile
J. Klewicki et al.
JOURNAL OF FLUID MECHANICS (2009)
Turbulent flow in pipes and channels as cross-stream inverse cascades of vorticity
Gregory L. Eyink
PHYSICS OF FLUIDS (2008)
Variations of von Karman coefficient in canonical flows
Hassan M. Nagib et al.
PHYSICS OF FLUIDS (2008)
Finite-Reynolds-number effects in turbulence using logarithmic expansions
KR Sreenivasan et al.
JOURNAL OF FLUID MECHANICS (2006)
Scaling of the velocity fluctuations in turbulent channels up to Re-tau=2003
S Hoyas et al.
PHYSICS OF FLUIDS (2006)
Mesoscaling of Reynolds shear stress in turbulent channel and pipe flows
T Wei et al.
AIAA JOURNAL (2005)
Stress gradient balance layers and scale hierarchies in wall-bounded turbulent flows
P Fife et al.
JOURNAL OF FLUID MECHANICS (2005)
Properties of the mean momentum balance in turbulent boundary layer, pipe and channel flows
T Wei et al.
JOURNAL OF FLUID MECHANICS (2005)
Multiscaling in the presence of indeterminacy: Wall-induced turbulence
P Fife et al.
MULTISCALE MODELING & SIMULATION (2005)
A unified approach for symmetries in plane parallel turbulent shear flows
M Oberlack
JOURNAL OF FLUID MECHANICS (2001)
A theory for turbulent pipe and channel flows
M Wosnik et al.
JOURNAL OF FLUID MECHANICS (2000)
Share Paper
