Civil Engineering Reference
In-Depth Information
[TAR 12] T
ARDU
S.,
“Forcing a low Reynolds number channel flow
to generate turbulent-like structures”,
Computers and Fluids
,
55, 101, 2012.
[THE 52]
T
HEODERSEN
T.,
“Mechanism of turbulence”,
Proceedings
Second Midwestern Conference on Fluid Mechanics, Bull.
,
no. 149, Ohio State University, Columbus, Ohio, 1952.
[TOM 03] T
OMKINS
C.D.,
A
DRIAN
R.J.,
“Spanwise structure and
scale growth in turbulent boundary layers”,
J. Fluid Mech.
, 490,
37, 2003.
[TOM 05] T
OMKINS
C.D.,
A
DRIAN
R.J.,
“Energetic spanwise modes
in the logarithmic layer of a turbulent boundary layer”,
J. Fluid
Mech.
, 545, 141, 2005.
[TOW 76] T
OWNSEND
A.A.,
The Structure of Turbulent Shear Flow
,
Cambridge University Press, Cambridge, 1976.
[TRE 05] T
REFETHEN
L.N.,
E
MBREE
M.,
Spectra and Pseudospectra:
The Behavior of Nonnormal Matrices and Operators
, Princeton
University Press, New Jersey, 2005.
[TRU 53] T
RUESDELL
C.,
The Kinematics of Vorticity
, Indiana
University, Bloomington, 1953.
[TSI 92] T
SINOBER
A.,
K
IT
E.,
D
RACOS
T.,
“Experimental
investigation of the field of velocity gradients in turbulent
flows”,
J. Fluid Mech.
, 242, 169, 1992.
[TSU 03] T
SUKIJI
Y.,
“Large-scale anisotropy effect on small-scale
statistics over rough wall turbulent boundary layers”,
Phys.
Fluids
, 12, 3 816, 2003.
[TSU 07] T
SUJI
Y.,
F
RANNSSON
J.H.M.,
A
LFREDSSON
P.H.,
J
OHANSSON
A.V.,
“Pressure statistics and their scaling in high
Reynolds number turbulent boundary layers”,
J. Fluid Mech.
,
585, 1, 2007.
[TUN 80] T
UNG
T.C.,
A
DRIAN
R.J.,
“Higher-order estimates of
conditional eddies in isotropic turbulence”,
Phys. Fluids
, 23,
1 460, 1980.
Search WWH ::
Custom Search