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Lattice Gas Hydrodynamics in Two and Three Dimensions
- U. Frisch, D. d'Humières, B. Hasslacher, P. Lallemand, Y. Pomeau, J. Rivet
- PhysicsComplex Syst.
- 1987
TLDR
Random networks of automata: a simple annealed approximation
- B. Derrida, Y. Pomeau
- Computer Science
- 15 January 1986
TLDR
Intermittent transition to turbulence in dissipative dynamical systems
- Y. Pomeau, P. Manneville
- Physics
- 1 June 1980
We study some simple dissipative dynamical systems exhibiting a transition from a stable periodic behavior to a chaotic one. At that transition, the inverse coherence time grows continuously from…
Front motion, metastability and subcritical bifurcations in hydrodynamics
- Y. Pomeau
- Engineering
- 1 December 1986
Order within chaos : towards a deterministic approach to turbulence
- P. Bergé, Y. Pomeau, Christian Vidal, D. Ruelle, L. Tuckerman
- Physics
- 1984
Free Oscillator - Damped Oscillator Forced Oscillator - Parametric Oscillator The Fourier Transform Poincare Sections Three Examples of Dynamical Systems To Chaos: Temporal Chaos in Dissipative…
Rolling droplets
- L. Mahadevana, Y. Pomeau
- Physics
- 1999
When a rigid circular cylinder or sphere is placed on rough inclined plane it will roll down the plane. When th experiment is repeated with a rigid cube it will slide dow the plane. If the object is…
Time evolution of a two‐dimensional model system. I. Invariant states and time correlation functions
This paper is the first one of a series devoted to the study of a particularly simple two‐dimensional system of classical particles. The model is presented and some general feautres of it are…
On solitary waves running down an inclined plane
- A. Pumir, P. Manneville, Y. Pomeau
- Physics, MathematicsJournal of Fluid Mechanics
- 1 October 1983
We study the existence and the role of solitary waves in the instability of a fluid layer flowing down an inclined plane. The approach presented is fully nonlinear. Solitary waves steady in a moving…
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