Titlebook: Ordered and Turbulent Patterns in Taylor-Couette Flow; C. David Andereck,F. Hayot Book 1992 Springer Science+Business Media New York 1992

Limbic-System

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Opponent

Occlusion

0258-1221 retain the interest of scientists, applied mathematicians and engineers for very long. Yet, as this volume goes to press it has been nearly 70 years since G. I. Taylor‘s outstanding experimental and theoretical study of the linear stability of this flow was published, and a century since the first

POINT

Bifurcations to Dynamic States in Taylor-Couette Flow with External Rotationetical. investigations have been carried out. In this contribution we would like to present additional experimental results pertaining to the nature of some of the time dependent states which are encountered.

Flagging

Phase Dynamics in the Taylor-Couette Systeme and the amplitude equation can be simplified to a phase equation [5, 6, 7]. For a flow pattern that is far above its onset, the amplitude equations are no longer valid, but the equations for the phase variables still are.

left-ventricle

agnostic

有發(fā)明天才

Mechanics

Opponent