The evolution equation for the second-order internal solitary waves in stratified fluids of finite depth

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作者：

Department of Power Engineering, North China Electric Power University, Baoding, Hebei 071003, China ^{[1
]}

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来源：

| 1600年 / 306-311卷 / July 2006期

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Compendex;

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摘要：

Algebra - Dispersions - Euler equations - Incompressible flow - Numerical methods - Perturbation techniques

引用

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[1] The evolution equation for the second-order internal solitary waves in stratified fluids of finite depth
Cheng Y.
Fan Z.
Journal of Hydrodynamics, 2006, 18 (Suppl 1) : 300 - 305
[2] The evolution equation for the second-order internal solitary waves in stratified fluids of finite depth
Cheng Youliang
Fan Zhongyao
PROCEEDINGS OF THE CONFERENCE OF GLOBAL CHINESE SCHOLARS ON HYDRODYNAMICS, 2006, : 306 - +
[3] THE EVOLUTION EQUATION FOR THE SECOND-ORDER INTERNAL SOLITARY WAVES IN STRATIFIED FLUIDS OF FINITE DEPTH
Cheng Youliang
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JOURNAL OF HYDRODYNAMICS, 2006, 18 (03) : 306 - 311
[4] THE SECOND-ORDER SOLITARY WAVES IN STRATIFIED FLUIDS WITH FINITE DEPTH
周清甫
Science China Mathematics, 1985, (02) : 159 - 171
[5] THE SECOND-ORDER SOLITARY WAVES IN STRATIFIED FLUIDS WITH FINITE DEPTH
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ScienceinChina,SerA., 1985, Ser.A.1985 (02) : 159 - 171
[6] THE 2ND-ORDER SOLITARY WAVES IN STRATIFIED FLUIDS WITH FINITE DEPTH
ZHOU, QF
SCIENTIA SINICA SERIES A-MATHEMATICAL PHYSICAL ASTRONOMICAL & TECHNICAL SCIENCES, 1985, 28 (02): : 159 - 171
[7] Radiating solitary waves of a model evolution equation in fluids of finite depth
Physica D, 4 (418):
[8] RADIATING SOLITARY WAVES OF A MODEL EVOLUTION EQUATION IN FLUIDS OF FINITE DEPTH
YANG, TS
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PHYSICA D, 1995, 82 (04): : 418 - 425
[9] Solitary internal waves in continuously stratified fluids of great depth
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PHYSICA D-NONLINEAR PHENOMENA, 2002, 166 (1-2) : 76 - 103
[10] TOTAL POSITIVITY AND THE STABILITY OF INTERNAL WAVES IN STRATIFIED FLUIDS OF FINITE DEPTH
ALBERT, JP
BONA, JL
IMA JOURNAL OF APPLIED MATHEMATICS, 1991, 46 (1-2) : 1 - 19

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