The motion of a large-amplitude internal solitary wave of depression over a fixed bottom boundary in a shallow, two-layer fluid is investigated experimentally. Measurements of the velocity fields close to the bottom boundary are presented to illustrate the generation of an unsteady boundary jet along the bed. The formation of the jet, the structural characteristics of which show striking similarities with those predicted by recent numerical model studies by Diamessis and Redekopp [J. Phys. Oceanogr. (in press)], is attributed to boundary layer separation in the adverse pressure gradient region of the wave-induced flow.
REFERENCES
1.
V.
Vlasenko
, N.
Stashchuck
, and K.
Hutter
, Baroclinic Tides
(Cambridge University Press
, Cambridge, UK, 2005
).2.
L. A.
Ostrovsky
and Y. A.
Stepanyants
, “Do internal solitons exist in the ocean?
” Rev. Geophys.
27
, 293
(1989
).3.
A. R.
Osborne
and T. L.
Burch
, “Internal solitons in the Andaman Sea
,” Science
208
, 451
(1980
).4.
J. R.
Apel
, J. R.
Holbrook
, A. K.
Liu
, and J.
Tsai
, “The Sulu Sea internal soliton experiment
,” J. Phys. Oceanogr.
15
, 1625
(1985
).5.
A. K.
Liu
, J. R.
Holbrook
, and J. R.
Apel
, “Nonlinear internal wave evolution in the Sulu Sea
,” J. Phys. Oceanogr.
15
, 1613
(1985
).6.
D. M.
Farmer
and J. D.
Smith
, “Tidal interaction of stratified flow with a sill in knight inlet
,” Deep-Sea Res., Part A
27
, 239
(1980
).7.
D. M.
Farmer
and H. J.
Freeland
, “The physical oceanography of fjords
,” Prog. Oceanogr.
12
, 147
(1983
).8.
V.
Vlasenko
, N.
Stashchuck
, and K.
Hutter
, “Water exchange in fjords induced by tidally generated internal lee waves
,” Dyn. Atmos. Oceans
35
, 63
(2002
).9.
R. K.
Smith
, “Traveling waves and bores in the lower atmosphere: “The morning glory” and related phenomena
,” Earth-Sci. Rev.
25
, 267
(1988
).10.
D. R.
Christie
, “Long nonlinear waves in the lower atmosphere
,” J. Atmos. Sci.
46
, 1462
(1989
).11.
A. R.
Osborne
, T. L.
Burch
, and R. I.
Scarlet
, “The influence of internal waves on deep water drilling
,” J. Pet. Technol.
30
, 1497
(1978
).12.
J.
Bole
, C. C.
Ebbesmeyer
, and R. D.
Romea
, “Soliton currents in the South China Sea: Measurements and theoretical modeling
,” Paper OTC 7417, 26th Annual Offshore Technology Conference (OTC)
, Houston, Texas, 2-5 May 1994
, p.367
.13.
D. J.
Bogucki
, L. G.
Redekopp
, and J.
Barth
, “Internal solitary waves in the coastal mixing and optics 1996 experiment: Multimodal structure and resuspension
,” J. Geophys. Res.
110
, C02024
(2005
).14.
R. E.
Davis
and A.
Acrivos
, “Solitary internal waves in deep water
,” J. Fluid Mech.
29
, 593
(1967
).15.
K. K.
Tung
, T. F.
Chan
, and T.
Kubota
, “Large amplitude internal waves of permanent form
,” Stud. Appl. Math.
66
, 1
(1982
).16.
J.
Grue
, H. A.
Friis
, E.
Palm
, and P. O.
Rusas
, “A method for computing unsteady fully nonlinear interfacial waves
,” J. Fluid Mech.
351
, 223
(1997
).17.
D. J.
Brown
and D. R.
Christie
, “Fully nonlinear solitary waves in continuously stratified incompressible Boussinesq fluids
,” Phys. Fluids
10
, 2569
(1998
).18.
J.
Grue
, A.
Jensen
, P. O.
Rusas
, and J. K.
Sveen
, “Properties of large-amplitude internal waves
,” J. Fluid Mech.
380
, 257
(1999
).19.
M.
Stastna
and K. G.
Lamb
, “Vortex shedding and sediment resuspension associated with the interaction of an internal solitary wave and the bottom boundary layer
,” Geophys. Res. Lett.
29
, 1512
(2002
).20.
P. H.
LeBlond
, “On the damping of internal gravity waves in a continuously stratified ocean
,” J. Fluid Mech.
25
, 121
(1966
).21.
B.
Petrie
, “M2 surface and internal tides on the Scotian shelf and slope
,” J. Mar. Res.
33
, 303
(1975
).22.
L. P.
Sanford
and W. D.
Grant
, “Dissipation of internal wave energy in the bottom boundary layer on the continental shelf
,” J. Geophys. Res.
92
, 1828
(1987
).23.
K. H.
Brink
, “On the effect of bottom friction on internal waves
,” Cont. Shelf Res.
8
, 397
(1988
).24.
H.
Michallet
and G. N.
Ivey
, “Experiments on mixing due to internal solitary waves breaking on uniform slopes
,” J. Geophys. Res.
104
, 13467
(1999
).25.
J. K.
Sveen
, Y.
Guo
, P. A.
Davies
, and J.
Grue
, “On the breaking of internal solitary waves at a ridge
,” J. Fluid Mech.
469
, 161
(2002
).26.
Y.
Guo
, J. K.
Sveen
, P. A.
Davies
, J.
Grue
, and P.
Dong
, “Modeling the motion of an internal solitary wave over a bottom ridge in a stratified fluid
,” Environmental Fluid Mechanics
4
, 417
(2004
).27.
D. J.
Bogucki
, T.
Dickey
, and L. G.
Redekopp
, “Sediment resuspension and mixing by resonantly generated internal solitary waves
,” J. Phys. Oceanogr.
27
, 1181
(1997
).28.
D. J.
Bogucki
and L. G.
Redekopp
, “A mechanism for sediment resuspension by internal solitary waves
,” Geophys. Res. Lett.
26
, 1317
(1999
).29.
P. J.
Diamessis
and L. G.
Redekopp
, “Numerical investigation of solitary internal wave-induced global instability in shallow water benthic boundary layers
,” J. Phys. Oceanogr.
(to be published).30.
T. W.
Kao
, F. S.
Pan
, and D.
Renouard
, “Internal solitons on the pycnocline: Generation, propagation, and shoaling and breaking over a slope
,” J. Fluid Mech.
159
, 19
(1985
).31.
32.
C. J.
Amick
and R. E.L.
Turner
, “A global theory of internal solitary waves in two-fluid systems
,” Trans. Am. Math. Soc.
298
, 431
(1986
).33.
34.
K.
Pohlhausen
, “Zur nä herungsweisen integration der differentialgleichung der laminaren reibungsschicht
,” Z. Angew. Math. Mech.
1
, 252
(1921
).35.
36.
B.
Wang
and L. G.
Redekopp
, “Long internal waves in shear flows: Topographic resonance and wave-induced global instability
,” Dyn. Atmos. Oceans
33
, 263
(2001
).37.
D.
Hammond
and L. G.
Redekopp
, “Local and global instability properties of separation bubbles
,” Eur. J. Mech. B/Fluids
17
, 145
(1998
).© 2006 American Institute of Physics.
2006
American Institute of Physics
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