000			02171cam a22002897a 4500
001			14627965
003			OSt
005			20230807113337.0
008			061108s2007 enka b 001 0 eng d
010			_a 2006938301
020			_a9781845641573
020			_a1845641574
022			_a1353808X
040			_aBUL _cBUL _dBUL _beng _eRDA
082	0	0	_a620.106 _222 _bSOL
245	0	0	_aSolitary waves in fluids / _cedited by R.H.J. Grimshaw.
260			_aSouthampton, Boston : _bWIT Press, _cc2007.
300			_axi, 183 p. : _bill. ; _c25 cm.
440		0	_aAdvances in fluid mechanics ; _vv.47
500			_aCONTENTS: CHAPTER 1: Introduction 1 Historical introduction 2 Korteweg-de Vries equation 3 Solitary waves: bifurcation from the linear spectrum CHAPTER 2: Korteweg-de Vries equation: solutions and undular bores 1 Introduction 2 Periodic travelling wave solutions and solitary waves 3 Inverse scattering transform methods solitons Etc. CHAPTER 3:Solitary waves in water:numerical methods and results 1 Introduction 2 Formulation 3 Approximate evolution equations 4 Evolution of initial disturbances Etc. CHAPTER 4: Internal Solitary Waves 1 Introduction 2 Approximate evolution equations 3 Solitons and their properties 4 Evolution of initial disturbances Etc. CHAPTER 5: Solitary waves in rotating fluids 1 Introduction 2 Axisymmetric inertial solitary waves 3 Internal gravity waves in a rotating channel CHAPTER 6: Planetary solitary waves 1 Coherent structures and solitons 2 Weakly non local solitary waves: slow death by radiation 3 The dynamical isolation of the crests of cnoidal waves: Gauss' cosine-lemniscate function, imbricate and all that Etc. CHAPTER 7: Envelope solitary waves 1 Linear waves and group velocity 2 Weakly nonlinear waves 3 Envelope solutions Etc. Solitary waves in water:numerical methods and results
504			_aReferences : p.176-179 . _ Index : p.181-183
650		0	_aSolitons.
650		0	_aKorteweg-de Vries equation.
650		0	_aFluid dynamics.
700	1		_aGrimshaw, R. H. J.
942			_2ddc _cBOOK-CA _h620.106 _i1 _kSOL _m620.106 SOL
999			_c430 _d430