Nonlinear Waves in Waveguides: With Stratification |
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Page 11
... called the mean field ( motion ) by Grimshaw [ 1.83 ] and Miropolsky [ 1.26 ] . It is shown that the Zakharov system for plasma waves [ 1.73 ] is gen- eral for interactions of both short and long waves ( that may be related to mean ...
... called the mean field ( motion ) by Grimshaw [ 1.83 ] and Miropolsky [ 1.26 ] . It is shown that the Zakharov system for plasma waves [ 1.73 ] is gen- eral for interactions of both short and long waves ( that may be related to mean ...
Page 79
... called the Zakharov system [ 4.19 ] . The investigation of ( 4.37 ) shows the Lyapunov stability of the stationary solutions and the existence of the mass , energy and plasmon number conservation laws [ 4.20 ] . The two - dimensional ...
... called the Zakharov system [ 4.19 ] . The investigation of ( 4.37 ) shows the Lyapunov stability of the stationary solutions and the existence of the mass , energy and plasmon number conservation laws [ 4.20 ] . The two - dimensional ...
Page 116
With Stratification Sergeĭ Borisovich Leble. contribution is related to the so - called mean field whose dynamical functions are included naturally in the background ( ground ) state [ 6.3 ] . The basis of the theory , as in Sect . 5.2 ...
With Stratification Sergeĭ Borisovich Leble. contribution is related to the so - called mean field whose dynamical functions are included naturally in the background ( ground ) state [ 6.3 ] . The basis of the theory , as in Sect . 5.2 ...
Contents
Introduction | 1 |
The Discrimination and Interaction | 12 |
3 | 27 |
Copyright | |
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amplitude approximation atmosphere B₁ boundary conditions calculation CKdV coefficients components contribution coordinate denote density density matrix dependence derivation described determined dielectric dispersion branches dispersion equation dispersion relation dissipation distribution function dynamical variables effects electromagnetic electron evolution equations Fiz.Atm.Okean frequency given H₂ hydrodynamical inhomogeneity initial conditions integration internal waves ion-acoustic waves Ionosphere iteration Kaliningrad KdV equation kinetic Langmuir wave layer linear longitudinal waves magnetic field matrix mean field medium method mode interaction Moscow Nauka nonlinear constants nonlinear terms Nonlinear Waves nonlocal oscillations particles perturbation theory physical plasma waves problem projection operators quasisolitons region resonance Rossby waves S.B.Leble scale Sect small parameters soliton solution spectral subspaces substitution taking into account temperature thermoclyne thermoconductivity thermospheric three-wave transformed turbulence vector velocity vertical w₁ wave propagation wave vector waveguide propagation wavelength