Bibliography - Transport and Coherent Structures in Wall Turbulence - page 430

[CHA 05] C HAKRABORTY P., B ALACHANDAR S., A DRIAN R.J., “On the
relationships between local vortex identification schemes”, J.
Fluid Mech. , 535, 189, 2005.
[CHE 78] C HEN C.H.P., B LACKWELDER R.F., “Large-scale motion in
a turbulent boundary layer: a study using temperature
contamination”, J. Fluid Mech. , 89, 1, 1978.
[CHE 96] C HENG W., C ANTWELL B.J., Study of the velocity gradient
tensor in turbulent flow, JIAA Tech. Rep. 114, Dept. of
Aeronautics and Astronautics, Stanford University, 1996.
[CHI 95] C HING C., D JENIDI L., A NTONIA R., “Low Reynolds effects
in a turbulent boundary layer”, Exp. Fluids , 19, 61, 1995.
[CHO 90] C HONG M.S., P ERRY A.E., C ANTWELL B.J., “A general
classification of threedimensional flow fields”, Phys. Fluids , A 2,
765, 1990.
[CHO 94] C HOI J., M OIN P., K IM J., “Active control for drag
reduction in wall-bounded flows”, J. Fluid Mech. , 262, 75, 1994.
[CHO 98] C HONG M.S., S ORIA J., P ERRY A.E., C HACIN J., C ANTWELL
B.J., N A Y., “Turbulence structure of wall bounded shear flows
found using DNS data”, J. Fluid Mech. , 357, 225, 1998.
[CHO 01] C HOI K.-S., L UMLEY J.L., “The return to isotropy of
homogeneous turbulence”, J. Fluid Mech. , 436, 59, 2001.
[CHR 01] C HRISTENSEN K.T., A DRIAN R.J., “Statistical evidence of
hairpin vortex packets in wall turbulence”, J. Fluid Mech. , 431,
433, 2001.
[CLA 71] C LARK J.A., M ARKLAND E., “Flow visualization in
turbulent boundary layers”, J. Hydraul. Div. ASCE 97 , 1 653,
1971.
[COR 69] C ORINO E.R., B RODKEY R.S., “A visual investigation of the
wall region in turbulent flow”, J. Fluid Mech., 37, 1, 1969.
[COR 84] C ORCOS G.M., S HERMANN F.S., “The mixing layer:
deterministic models of a turbulent flow. Part 1: Introduction
and the two-dimensional flow”, J. Fluid Mech. , 139, 29, 1984.