PROPAGATION OF SURFACE GRAVITY-WAVES OVER A RECTANGULAR SUBMERGED BAR

被引:83
作者
REY, V
BELZONS, M
GUAZZELLI, E
机构
[1] Département de Physique des Systèmes Désordonnés, Université de Provence, Centre de Saint-Jérôm, Case 161
关键词
D O I
10.1017/S0022112092001186
中图分类号
O3 [力学];
学科分类号
08 ; 0801 ;
摘要
Experiments on the propagation of linear and weakly nonlinear gravity waves over a rectangular submerged bar were undertaken through very careful measurements in a wave tank. Effects arising from the finite amplitude of the surface wave and those coming from the generation of vortices around bar edges were examined. Experimental data are compared with results of two theoretical models. The first model was derived from Takano (1960) and Kirby & Dalrymple's (1983) work and the second model was developed by Devillard, Dunlop & Souillard (1988) using the renormalized transfer matrix introduced by Miles (1967).
引用
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页码:453 / 479
页数:27
相关论文
共 19 条
[1]  
Bartholomeusz E., 1958, MATH P CAMB PHILOS S, V54, P106, DOI DOI 10.1017/S0305004100033235
[2]   LOCALIZATION OF SURFACE-WAVES ON A ROUGH BOTTOM - THEORIES AND EXPERIMENTS [J].
BELZONS, M ;
DEVILLARD, P ;
DUNLOP, F ;
GUAZZELLI, E ;
PARODI, O ;
SOUILLARD, B .
EUROPHYSICS LETTERS, 1987, 4 (08) :909-914
[3]   GRAVITY-WAVES ON A ROUGH BOTTOM - EXPERIMENTAL-EVIDENCE OF ONE-DIMENSIONAL LOCALIZATION [J].
BELZONS, M ;
GUAZZELLI, E ;
PARODI, O .
JOURNAL OF FLUID MECHANICS, 1988, 186 :539-558
[4]   SURFACE-WAVE PROPAGATION OVER SINUSOIDALLY VARYING TOPOGRAPHY [J].
DAVIES, AG ;
HEATHERSHAW, AD .
JOURNAL OF FLUID MECHANICS, 1984, 144 (JUL) :419-443
[5]  
DAVIES AG, 1983, I OCEANOGR SCI REP, V159
[6]   LOCALIZATION OF GRAVITY-WAVES ON A CHANNEL WITH A RANDOM BOTTOM [J].
DEVILLARD, P ;
DUNLOP, F ;
SOUILLARD, B .
JOURNAL OF FLUID MECHANICS, 1988, 186 :521-538
[7]  
GUAZZELLI E, 1991, UNPUB J FLUID MECH
[8]  
JEFFREYS H, 1944, 3 MIN SUPPL WAV REP
[9]  
Jolas P., 1960, HOUILLE BLANCHE, V2, P148
[10]   PROPAGATION OF OBLIQUELY INCIDENT WATER-WAVES OVER A TRENCH [J].
KIRBY, JT ;
DALRYMPLE, RA .
JOURNAL OF FLUID MECHANICS, 1983, 133 (AUG) :47-63