Titlebook: Advances in Turbulence IV; Proceedings of the f F. T. M. Nieuwstadt Conference proceedings 1993 Springer Science+Business Media Dordrecht 1

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Desert

SHRIK

Spatial Chaos in Boundary Layer Transitione! the spatial evolution of disturbances. These maps are consistent with classical linear stability theory for small disturbances, and give rise to ‘Smale horse-shoe’ like behaviour for larger amplitude disturbances. Thus a mechanism for generating chaos has been uncovered.

腐爛

Rotating Convection in a Finite Cylinderidewall, and the slow modes whose amplitude peaks near the center. Results are presented for Prandtl number 6.8 and aspect ratio Γ ≡ . equal to 2.5 as a function of the rotation rate. For rigid insulating sidewalls, and rigid thermally conducting top and bottom lids, the results agree well with those mesured experimentally.

Mets552

Twistor Flag Manifolds and SU(2,2) Orbits,g) soliton-like ‘localized structures’ which connect different (stable) periodic patterns. Mathematically, these families of travelling solutions (quasi-periodic and heteroclinic) are continuations into the complex case of the stationary solutions of the real G-L equation.

反抗者

Conformal Differential Geometryure gradient has been included. This procedure has proved be be sufficient to make the axial flow negligible. The onset of a quasiperiodic flow for larger Reynolds numbers, corresponding to a secondary bifurcation is also presented.

芭蕾舞女演員

Conference proceedings 1993ssion and exchange of recent and new results in the field of turbulence. The first conference was organized in Lyon in 1986 with 152 participants. The second and third conferences were held in Berlin (1988) and Stockholm (1990) with 165 and 172 participants respectively. The fourth was organized in

cringe

lacrimal-gland

Hailong Hu,Ze Xiang Shen,Ting Yuvanishing critical value of the control parameter, the problem of bounds on the heat transport is well defined. The results indicate that the transport of heat increases at most with the 3/2—power of the Rayleigh number . where the latter is based on the radius of the solid boundary.

玩笑