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Algebraic Solitary Waves in Stratified Fluids
Journal of the Physical Society of Japan · 1975 · Vol. 39(4) · pp. 1082–1091
Abstract
By using nonlinear perturbation method a time-dependent equation is derived which governs internal waves in stratified fluids of great depth. The resultant equation takes the following form :
Oceanographic and Atmospheric ProcessesOcean Waves and Remote SensingNonlinear Waves and SolitonsAlgebraic numberPhysicsStratified flowsMechanicsClassical mechanicsStratified flowMathematical analysisMathematicsTurbulence
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References
Korteweg-de Vries Equation and Generalizations. II. Existence of Conservation Laws and Constants of Motion
Journal of Mathematical Physics · 1968 · 988 citations
Weak Non-Linear Hydromagnetic Waves in a Cold Collision-Free Plasma
Journal of the Physical Society of Japan · 1969 · 438 citations
Internal waves of permanent form in fluids of great depth
Journal of Fluid Mechanics · 1967 · 1,037 citations
The soliton: A new concept in applied science
Proceedings of the IEEE · 1973 · 1,660 citations
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