Serveur d'exploration sur les relations entre la France et l'Australie - Analysis (UK)

Index « Auteurs » - entrée « O. Podvigina »
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List of bibliographic references

Number of relevant bibliographic references: 1.
Ident.Authors (with country if any)Title
003A21 (1994) O. Podvigina [Russie, Royaume-Uni, France, Australie] ; A. Pouquet [France]On the non-linear stability of the 1:1:1 ABC flow

List of associated KwdEn.i

Nombre de
documents
Descripteur
1Attractor
1Attractors regime
1Basic flow
1Basic frequencies
1Basic modes
1Beltrami
1Beltrami flow
1Beltrami flows
1Bifurcation
1Cambridge univ
1Chaotic
1Chaotic behavior
1Chaotic dynamics
1Chaotic flow
1Chaotic oscillations
1Chaotic regime
1Chaotic streamlines
1Chaotic transitions
1Chaotic type
1Characteristic wavenumber
1Coherent structures
1Collapse phase
1Comptes rendus acad
1Contour lines
1Convection
1Corresponding frequency spectrum
1Cyclic permutations
1Dynamical
1Dynamical system
1Dynamical systems
1Dynamo
1Dynamo action
1Dynamo problem
1Eddy turnover times
1Eigenvalue
1Energy levels
1Energy spectra
1Energy spectrum
1Exponent
1Exponential departure
1First attempt
1First bifurcation
1First lyapunov exponent
1Fluid dynamics
1Fluid mech
1Fourier
1Fourier modes
1Fourier space
1Frequency spectrum
1Good candidates
1Grid
1Growth rate
1Hamiltonian systems
1Helical flows
1Helicity
1Heteroclinic
1Heteroclinic connections
1High reynolds numbers
1Independent symmetries
1Individual modes
1Initial condition
1Initial conditions
1Initial perturbation
1Initial perturbations
1Instability
1Isaac newton institute
1Kinematic dynamo problem
1Kolmogorov flow
1Large reynolds numbers
1Linear analysis
1Linear growth rate
1Linear instability
1Linear operator
1Linear regime
1Looses stability
1Lorenz attractor
1Lyapunov
1Magnetic field
1Magnetic field generation
1Main regimes
1Mathematical sciences
1Maximal energy
1Mech
1Moderate reynolds numbers
1Natural logarithm
1Nonlinear terms
1Numerical calculations
1Numerical chaos
1Numerical investigation
1Numerical methods
1Oscillation
1Other hand
1Other symmetries
1Periodic boundary conditions
1Periodic flow
1Periodicity cube
1Perturbation
1Perturbation energy
1Perturbation increases
1Phys

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