Titlebook: Cellular Structures in Instabilities; Proceedings of the M José Eduardo Wesfreid,Stéphane Zaleski Conference proceedings 1984 Springer-Verl

hemorrhage

Stability of cellular systems in Taylor-Couette instability, problem and that of Rayleigh-Benard. The stability of the stationary cells against transversal phase disturbances is a crucial property of the Taylor-Couette instability. It is directly related to the absence of rotationnal invariance. It should be possible to prove it by using more general argumen

Basal-Ganglia

Cellular structures in instabilities : An introduction,

残忍

危险

deviate

Insensate

健忘症

Spatial dissipative structures and hydrodynamic instabilities,

Hemodialysis

Wavelength selection through boundaries in 1-D cellular structures,r amplitude expansion. When a subcritical region is related to a supercritical one by a slow variation of the parameters, selection of a unique wavenumber results from an adiabatic theory. If some non adiabatic effects are considered a band of wavenumbers is expected. The mean wavenumber selected th

巨硕

Wavenumber selection in Rayleigh-Benard convective structure,ervations. This symmetry-breaking destroys a part of the selection argument concerning axisym metric structures; however our experimental selection curves reported here, agree with the zero velocity dislocation curve, This agreement is astonishing since it does not seems to depend on the Prandtl num

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