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Munk, W. H., and C. Wunsch (1998), Abyssal recipes II:
Energetics of tidal and wind mixing, Deep-Sea Res. , 45 ,
1977-2010.
Nault, J. T., and B. R. Sutherland (2007), Internal wave tun-
nelling across a mixed region, Phys. Fluids , 19 , 016,601-1-8,
doi:10.1063/1.2424791.
Nault, J. T., and B. R. Sutherland (2008), Beyond ray tracing for
internal waves. Part I: Small-amplitude anelastic waves, Phys.
Fluids , 20 , 106,601-1-10, doi:10.1063/1.2993167.
Onu, K., M. R. Flynn, and B. R. Sutherland (2003), Schlieren
measurement of axisymmetric internal wave amplitudes,
Expt. Fluids , 35 , 24-31.
Peacock, T., P. Echeverri, and N. J. Balmforth (2008), An
experimental investigation of internal tide generation by two-
dimensional topography, J. Phys. Oceanogr. , 38 , 235-242.
Peacock, T., M. J. Mercier, H. Didelle, S. Viboud, and
T. Dauxois (2009), A laboratory study of low-mode internal
tide scattering by finite-amplitude topography, Phys. Fluids ,
21 , Art. No. 121,702, doi:10.1063/1.3267096.
Pinkel, R. (2000), Internal solitary waves in the warm pool of the
western equatorial Pacific, J. Phys. Oceanogr. , 30 , 2906-2926.
Polzin, K. L., J. M. Toole, J. R. Ledwell, and R. W. Schmitt
(1997), Spatial variability of turbulent mixing in the Abyssal
Ocean, Science , 276 , 93-96.
Robinson, R. M. (1969), The effects of a vertical barrier on
internal waves, Deep-Sea Res. , 16 , 421-429.
Sandstrom, H. (1969), Effect of topography on propagation of
waves in stratified fluids, Deep Sea Res. , 16 , 405-410.
Schardin, H. (1942), Die schlierenverfahren und ihre anwen-
dungen, Ergebnisse der Exakten Naturwissenschaften , 20 ,
303-439.
Settles, G. S. (2001), Schlieren and Shadowgraph Techniques:
VisualizingPhenomenainTransparentMedia , Springer Verlag,
Berlin and New York.
Sutherland, B. R. (2002), Large-amplitude internal wave genera-
tion in the lee of step-shaped topography, Geophys. Res. Lett. ,
29 (16), Art. No 1769.
Sutherland, B. R. (2010), Internal Gravity Waves , Cambridge
Univ. Press, Cambridge.
Sutherland, B. R., and P. F. Linden (2002), Internal wave excita-
tion by a vertically oscillating elliptical cylinder, Phys. Fluids ,
14 , 721-731.
Sutherland, B. R., and K. Yewchuk (2004), Internal wave tun-
nelling, J. Fluid Mech. , 511 , 125-134.
Sutherland, B. R., S. B. Dalziel, G. O. Hughes, and P. F. Linden
(1999), Visualisation and measurement of internal waves by
“synthetic schlieren.” Part 1: Vertically oscillating cylinder,
J. Fluid Mech. , 390 , 93-126.
Teoh, S. G., G. N. Ivey, and J. Imberger (1997), Laboratory study
of the interaction between two internal wave rays, J. Fluid
Mech. , 336 , 91-122.
Thomas, T.N. H., and T. T.N. Stevenson (1972), A similarity solution
for viscous internal waves, J. Fluid Mech. , 54 , 495-506.
Voisin, B. (1991), Internal wave generation in uniformly strati-
fied fluids. Part 1. Green's function and point sources, J. Fluid
Mech. , 231 , 439-480.
Voisin, B. (1994), Internal wave generation in uniformly strati-
fied fluids. Part 2. Moving point sources, J. Fluid Mech. , 261 ,
333-374.
Voisin, B., E. V. Ermanyuk, and J.-B. Flor (2011), Internal wave
generation by oscillation of a sphere, with application to
internal tides, J. Fluid Mech. , 666 , 308-357.
Weast, R. C. (1981), Handbook of Chemistry and Physics , 62nd
ed., CRC. Press, Boca Raton, Fla.
Yick, K.-Y., R. Stoker, and T. Peacock (2007), Microscale syn-
thetic schlieren, Exp. Fluids , 42 , 41-48.
Zeilon, N. (1912), On tidal boundary-waves and related hydro-
dynamical problems, Handl. K. svenska Vetens. Akad. , 47 ,
1-46.
Zhang, H. P., B. King, and H. L. Swinney (2007), Experimen-
tal study of internal gravity waves generated by supercritical
topography, Phys. Fluids , 19 , 096,602.
Zhdanov, M. (2002), Geophysical InverseTheoryandRegulariza-
tion Problems , Elsevier, Amsterdam, New York, and Tokyo.
 
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