ru., - springer978-3-642-50990-2/1.pdf · miles j .w., ball f.k. miles j .w., lee y.k. 170 1984b....

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References Abramowitz M., 1972. Ha.rtdboolz 06 mathematic.al. 6Urtc.tion6. Dover. Stegun I.A. Allen J.S. Ball F.K. Ball F.K. Bauerle E. Bauerle E. Bauerle E. Bauerle E., Hutter K. Bender C.M., Orszag S.A. Bennett J .R., Schwab D.J. Brink K.H. Brink K.H. Brown P.J. Buchwald V. T. , Adams J.K. Buchwald V. T . , Melville W.K. Buchwald V. T . , Williams N. V. Clarke A.J. 1975. Coastal trapped waves in a stratified ocean. J. PhY-6. Oc.ea.rtoglt., 5, 300-325. 1965. Second class motions of a shallow liquid. J. Mec.h., 23, 545-561. 1967. Edge waves in an ocean of finite depth. Veep-Sea. Ru., 14, 79-88. 1984. Topographic waves in the Baltic Sea. Pltoc.. XIV. Cort6. 06 Baltic. Oc.ea.rtoglta.pheJt-6, Gdyrtia.. 1985. Internal free oscillations in the Lake of Geneva. Artrtal.u Geo phY-6ic.a.e, 3, 199 - 2 0 6 . 1986. Eine untersuchung tiber topographische Wellen in einem Kanalmodell. MUtUfurtgert dell. VeJt-6UC.Ma.n6:ttLU 6ii!r. Wa.MeIl.- ba.u, Hydlto.togie urtd G.ta.zioR.ogie, ETH-ZiiJr.ic.h, No. 83. 1986. A numerical study of topographic waves in a chan- nel on the f-plane. J. PhY-6. Oc.ea.rtoglt.; (submitted). 1978. Adva.rtc.ed Mathematic.al. Methocu OM Sc.ien;t{J.,.u., a.rtd ErtgirteeJt-6. McGraw Hill. 1981. Calculation of the rotational normal modes of oceans and lakes with general orthogonal coordinates. J. Compu..t. Phlj-6., 44,359-376. 1980. Propagation of barotropic continental shelf waves over irregular bottom topography. J. PhY-6. Oc.ea.n.oglt., 10, 765-778. 1982. A comparison of long coastal trapped wave theory with observations off Peru. J. PhY-6. Oc.ea.n.oglt., 12, 897- 913. 1973. Kelvin wave reflection in a semi-infinite canal. J. Malt., Ru., 31, 1-10. 1968. The propagation of continental shelf waves. Pltoc.. Roy. Soc.., A305, 235-250. 1977. Resonance of shelf waves near islands, in N.otu irt PhY-6ic.-6, vol. 64, edited by D.G. Provis and R. Radok, 202-205, springer, New York. 1975. Rectangular resonators on infinite and semi-infi- nite channels. J. 67,497-511. 1977. Observational and numerical evidence for wind-for- ced coastal trapped long waves. J. PhY-6. Oc.ea.rtoglt., 7,231- 247.

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References

Abramowitz M., 1972. Ha.rtdboolz 06 mathematic.al. 6Urtc.tion6. Dover. Stegun I.A.

Allen J.S.

Ball F.K.

Ball F.K.

Bauerle E.

Bauerle E.

Bauerle E.

Bauerle E., Hutter K.

Bender C.M., Orszag S.A.

Bennett J .R., Schwab D.J.

Brink K.H.

Brink K.H.

Brown P.J.

Buchwald V. T. , Adams J.K.

Buchwald V. T . , Melville W.K.

Buchwald V. T . , Williams N. V.

Clarke A.J.

1975. Coastal trapped waves in a stratified ocean. J. PhY-6. Oc.ea.rtoglt., 5, 300-325.

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Csanady G.T.

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Mysak L.A.

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Mysak L.A.

Mysak L.A.

Mysak L.A.

Mysak L.A" LeBlond P.H., Emery W.J.

Mysak L.A., Salvade G., Hutter K., Scheiwiller T.

Mysak L.A., Salvade G., Hutter K., Scheiwiller T.

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Ripa P.

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Saylor J .H., Miller G.S.

Scheiwiller T., Hutter K., Hermann F.

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Simons T.J.

Simons T.J.

Simons T.J.

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Author index

Abramowitz M. Adams J.K. Allen J.S. Ball F.K.

Bauerle E.

Bender C.M. Bennett J.R. Brink K.H. Brown P.J. Buchwald V.T. Clarke A.J. Courant R. Csanady G.T. Djurfeldt L. Duillier F. de El-Sabh M.1. Emery W.J. Ertel H. Finlayson B.A. Gill A.E. Graf W. Gratton Y. Hamblin P.F. Hermann F. Hilbert D. Hogg H.G. Holton J.R. Horn W. Huang J.C.K. Huthnance J.M. Hutter K.

Johnson E.R. Kanai K. Kielmann J. Koutitonsky V.G. Lamb H. Larsen J.C. LeBlond P.H. Lee Y.K. Lie H.-J. Marmorino G.O.

page

53,63 82 80 24,34,63,67,69,84,130, 156 23,39,44,92,95,114,116, 117,118,147,153,154 166 25,117 79 137 82,85,138 46 89 19,20 79,84,114 3 79

29 87 19 39,44 40,79,95,114 20,25 87 89 85 99 15,18 1,5,7,8,63,65,66 46,80,153 9,10,11,12,13,16,24,29, 35,37,39,43,44,46,47, 52,75,79,87,95,96,97, 114,116,122,123,147, 153,155 13,14,24,75,76,77 83 22,23 79 1,24,62,63 83 40,79,95,99,114,137 138 79,114 21

Melville W.K. 85

Miles J.W .. Miller G.S. Mooers C.N.K. Mortimer C.H. Munk W.H. Mysak L.A.

Orszag S.A. Ou H.W. Pearson C.E. Pedlosky J. Poincare H. Pond Protter M.H. Raggio G. Rao D.B. Reid R.O. Rhines P.B. Ripa P. Saint-Guily B. Salvade G.

Saylor J.H. Scheiwiller T.

Schumann E.H. Schwab D.J.

Sezawa K. Simons T.J. Snodgrass F.E. Stegun LA. Stocker T. Szidarovszky F. Takeda H. Taylor G.!. Tresch J. Vischer D. Wang D.P. Webb A.J. Weinberger H.F. Wenzel M. Williams N.V. Yakowitz S.

page

34,63,138 20,21,83 46 15,18 83 1,5,9,10,13,19,24,37, 39,43,46,59,71,73,74, 75,79,84,85,87,99,122, 137,147 166 79 58 26,29 1 137 32 87 25,123 1,5,7,8,63,65,66,84 85 87 85 9,10,11,12,13,24,37,43, 75,79,122,147 1,5,7,8,20,21,63,65,66 9,13,24.37,43,75,79,87, 122,147 19 9,10,11,12,15,18,25, 117,123 83 20,22,23,42,112 83 53,63 87,95,96,97,123,155 130 79,114 137 14,25,122,i34,147 16 46 137 32 23,63,66 138 130

Subject index

The following abbreviations are used: MWR TW

adiabatic approximation

adiabatic Boussinesq geometric optics low-frequency rigid-lid small-slope

aspect ratio aspect ratio effect

crude lake model rectangular basin elliptic basin

Ball solution linear quadratic steady

Ball-type TW Baltic Sea baroclinic baroclinic coupling barotropic basin

page

26/48

48 47 45 39

31/34/37/46 114

67

124 136

68/73/77

68 69

68/69,70 130,150

22 4

38,41,46/55 4

circular with parabolic bottom

Method of Weighted Residuals, topographic wave.

channel-type TW convergence

crude lake model rectangular basin FD dispersion relation MWR dispersion relation MWR stream function

coordinate system Cartesian cylindric elliptic natural orthogonal

Coriolis parameter correspondence principle crude lake model curl operator curvature depth-profile

infinite channel rectangular basin semi-infinite channel

dispersion relation asymptotic behavior

page

133,151

124 134 116 101 110

57 57,58 57,58 57,60

56 4,8,26

61 123

58 60,121

95 126,128 141,143

163 power-law bottom

elliptic with exponential bottom with island without island

exponential and flat bottom parabolic bottom

62 65 71 71 75

channel with one-sided shelf comparison MWR, FD

81 118

97

78 67

infinite channel MWR

shelf single-step shelf trench

FD

rectangular l22ff divergence operator non-smooth isobaths straight isobaths smooth isobaths

126 energy content 123 density 126ff

basis functions continuous stratification infinite channel

51,54 88

bay-type TW beat pattern S-effect Bornholm basin bound state Boussinesq equations Brunt-Vaisala frequency buoyancy modes channel, infinite

curved MWR solution one-sided shelf single-step shelf straight trench

133,136,150,154 140,147

4,26 23,66

145 47

49,52 50

118 97,105

80 83

95,114 83

leakage epilimnion function expansion geometric ~ptics approx. gradient operator gravity reduction Gulf of Bothnia hypolimnion inner product island, elliptic island width effect Jacobian operator Jacobi polynomials Lake Erie

Geneva Huron of Lugano Michigan Ontario

115 82 83 83 58

III 112

142,147 35,45

48,88,89,157 45 58 37 23

35/45 49/157

85 73 32

50,53 21

39,44,3 21

9,39,44,147 5,66

19

Lake of Zurich mode unit mass transport stream function matrix elements

continuous stratification infinite channel values

matrix operator metalimnion Method of Weighted Residuals

continuous stratification TW-equation

orthogonality relation Principle of Weighted Resuduals

continuous stratification TW-equation

Rayleigh quotient reflection

at vertical wall at exponential shore at smooth shore

reflection coefficient residue function resonance rigid-lid approximation Rossby radius external

internal Runge-Kutta scheme scale analysis scale invariance scaling, Gratton's seiche shallow water equations shape functions

continuous stratification infinite channel

sidewall parameter sidewall parameter effect

MWR dispersion relation MWR velocity profiles

slope parameter

spectrum continuous discrete

stratification continuous

stratification parameter stream function

barotropic two-layer

symmetrization thalweg

176

page

15,39,44,75 99

31,37,38,47

50 96

161 91,97

35

49,157 87

51,53,164

49,157 87

72,164

138 141 143 144

88 148

31,34,37,46 34,62 41,44

129 40,55,56

34 40

3 34

51,54 88

95,128

104 113

82,127 128,143,163

145 145

35 45 43

31,47 37 93 60

thalweg profiles Lake of Zurich rectangular basin

thermocline topography effect

circular basin crude lake model elliptJ.c basin MWR dispersion .relation MWR stream function MWR velocity profiles rectangular basin shelf

topography parameter TW-equation

coordinate invariant cylindrical elliptical infinite channel MWR natural surface elevation two-layer

two-layer equations two-layer model velocity field

barotropic two-layer continuous stratification

vorticity potential barotropic potential absolute relative

wave external first class gravity intensification under reflection internal Kelvin Poincare Rossby rotational second class shelf shelf, island trapped topographic trench

wavenumber effect MWR stream function MWR velocity

wind forcing WKB-method

page

75 126,128

35

66 124

77 104 110 112 136

82 65,95,128

31,57 58 59 80 91 61 34 38 38 35

31,106 39,43 48,52

28 28,29,30

29,30 29 28

4 4

2,3,39

142 4

3,137 3,137 32,33

3,4 4

5,82,83,84 85

3,4 83,5

111 113

40 166