Chapter 6 on Round wake (not completed in actual
book)
Classical round wake
Major surveys and theory
NEWMAN 1967
RILEY, J.J. and METCALFE, R.W. 1980 Direct numerical simula-
tions of the turbulent wake of an axisymmetric body. In
Turbulent Shear
Flows 2
(L.J.S. Bradbury et al., eds.), Springer-Verlag, 78–93.
Decay*, fig-
ures 1, 10. Growth*, figure 11. Velocity*, figure 13. Flatness*, figure 18.
SWAIN, L.M. 1929 On the turbulent wake behind a body of revolu-
tion. Proc. Roy. Soc. London
125
, 647–659.
Similarity of round wake by
mixing-length theory.
Experimental data
ATLI, V. 1989 Wakes of four complex bodies of revolution at zero
angle of attack. AIAA J.
27
, 707–711.
Geometry*, figure 1. Velocity*,
figures 3, 6. Reynolds stresses*, figures 4, 7. This is thesis at Instanbul
Techn. Univ., 1984.
BEVILAQUA, P.M. 1975 Some observations on the mechanism of en-
trainment. In
Turbulent Mixing in Nonreactive and Reactive Flows
(S.N.B.
Murthy, ed.) Proc. SQUID Workshop,Plenum, 323–326.
Entrainment*, fig-
ure 1.
CANNON, S. and CHAMPAGNE, F. 1991 Large-scale structures in
wakes behind axisymmetric bodies. In
Preprints, Eighth Symposium on
Turbulent Shear Flows
, Technical University of Munich, Vol. 1, Paper 6-
5.
Velocity*, figure 3. Reynolds stresses*, figure 5. This is thesis at U.
Arizona, 1991.
CHEVRAY, R. 1968 The turbulent wake of a body of revolution.
Trans. ASME (J. Basic Eng.)
90D
, 275–284.
Velocity*, figures 4, 5.
Reynolds stresses*, figures 9–13.
ILDAY, O., ACAR, H., ELBAY, M.K., and ATLI, V. 1993 Wakes of
three axisymmetric bodies at zero angle of attack. AIAA J.
31
, 1152–1154.
Geometry*, figure 1. Velocity*, figures 2, 5.
McERLEAN, D.P. and PRZIREMBEL, C.E.G. 1970 The turbulent
near-wake of an axisymmetric body at subsonic speeds. Dept. Mech. and
304
Aerospace. Eng., Rutgers — The State Univ., Rep. RU-TR 132-MAE-F
(AFOSR 70-0449TR).
Velocity*, figure 37.
REICHARDT, H. and ERMSHAUS, R. 1962 Impuls- und W ̈arme-
̈ubertragung in turbulenten Windschatten hinter Rotationsk ̈orpern. Int.
J. Heat Mass Transf.
5
, 251–265.
Axially-symmetric wake behind various
bodies cantilevered from stagnation chamber of low-speed tunnel. Velocity,
temperature*, figure 3. Growth*, figure 6.
WU, J.-S. and FAETH, G.M. 1993 Sphere wakes in still surroundings
at intermediate Reynolds numbers. AIAA J.
31
, 1448–1455.
Velocity*,
figures 3, 4, 5, 8. Reynolds stress*, figure 6.
Momentumless round wake
Major surveys or theory
FINSON, M.L. 1975 Similarity behaviour of momentumless turbulent
wakes. J. Fluid Mech.
71
, 465–479.
HASSID, S. 1980 Similarity and decay laws of momentumless wakes.
Phys. Fluids
23
, 404–405.
Experimental data
DURAO, D.F.G., KNITTEL, G., PEREIRA, J.C.F., and ROCHA, J.M.P.
1991 Measurements and modelling of the turbulent near wake flow of a
disk with a central jet. In
Preprints, Eighth Symposium on Turbulent Shear
Flows
, Technical University of Munich, Paper 17–5.
HIGUCHI, H. 1977 Experimental investigation on axisymmetric tur-
bulent wakes wih zero momentum deficit. Ph. D. thesis, California Inst.
Technology.
HIGUCHI, H. and KUBOTA, T. 1990 Axisymmetric wakes behind a
slender body including zero-momentum configurations. Phys. Fluids
A2
,
1615–1623.
Geometry*, figure 1. Velocity*, figures 5, 8.
RIDJANOVIC, M. 1963 Wake with zero change of momentum flux.
Ph. D. thesis, Dept. Mechanics and Hydraulics, State Univ. Iowa.
Student
of Rouse. Naudascher (JFM
22
, p 627) says correction to hot-wire data for
free-stream turbulence is wrong. Geometry*, figure 1. Velocity, pressure*,
figure 4. Reynolds stresses*, figures 7, 9.
SCHETZ, J.A. and JAKUBOWSKI, A.K. 1975 Experimental studies
of the turbulent wake behind self-propelled slender bodies. AIAA Paper 75-
117.
305
SCHETZ, J.A. and JAKUBOWSKI, A.K. 1975 Experimental studies
of the turbulent wake behind self-propelled slender bodies. AIAA J.
13
,
1568–1575.
Velocity*, figures 3, 6, 9. Reynolds stresses*, figures 4, 5, 7, 8,
10. See also Swanson et al.
SWANSON, R.C. Jr., SCHETZ, J.A., and JAKUBOWSKI, A.K. 1974
Turbulent wake behind slender bodies including self-propelled configura-
tions. Aerospace and Ocean Eng. Dept., Virginia Polytechnic Institute and
State Univ., Rep. VPI-Aero-024.
Velocity*, figures 12, 14, 26, 28. Some
data are tabulated.
Miscellaneous round wake
Major surveys and theory
Experimental data
FUCHS, H.V., MERCKER, E., and MICHEL, U. 1979 Mode expan-
sion of coherent structures in the wake of a circular disk. In
Turbulent Shear
Flows 2
, Proc. 2nd Int’l Symp. on Turbulent Shear Flows, Springer-Verlag,
282–296 (also Preprints, Imperial Coll., 7.14–7.19).
HAMA, F.R. and PETERSON, L.F. 1976 Axisymmetric laminar wake
behind a slender body of revolution. J. Fluid Mech.
76
, 1–15.
KUO, Y.-H. and BALDWIN, L.V. 1967 The formation of elliptical
wakes. J. Fluid Mech.
27
, 353–360.
Velocity*, figure 2. Reynolds stresses*,
figure 3.
PETERSON, L.F. 1975 An experimental study of instability and tran-
sition in an axisymmetric wake. Ph. D. thesis, Dept. Aerosp. and Mech.
Sciences, Princeton Univ.
PETERSON, L.F. and HAMA, F.R. 1978 Instability and transition
of the axisymmetric wake of a slender body of revolution. J. Fluid Mech.
88
, 71–96.
Velocity*, figure 5. Flow viz*, figures 22, 23.
ROBERTS, J.B. 1973 Coherence measurements in an axisymmetric
wake. AIAA J.
11
, 1569–1571.
WATMUFF, J.H. 1979 Phase-averaged large-scale structures in three-
dimensional turbulent wakes. Ph. D. thesis, Univ. Melbourne.
306