Publications
(Last update October 2009; project begins in November 2009.)

Articles:
Previous works by project members relevant to the project:

[1]	J. Sommeria and R. Robert, Statistical equilibrium states for two-dimensional flows, J. Fluid Mech. 229 (1991), 291-310. [ DOI ]
[2]	J. Sommeria, Two-Dimensional Turbulence, New trends in turbulence Turbulence: nouveaux aspects (Springer Berlin / Heidelberg, ed.), Les Houches, vol. 74, 2001, pp. 385-447. [ .pdf ]
[3]	P. H. Chavanis and J. Sommeria, Statistical mechanics of the shallow water system, Phys. Rev. E 65 (2002), no. 2, 026302-+. [ DOI ]
[4]	F. Bouchet and J. Sommeria, Emergence of intense jets and Jupiter's Great Red Spot as maximum-entropy structures, Journal of Fluid Mechanics 464 (2002), 165-207. [ DOI \| .pdf ]
[5]	X. J. Capet and X. J. Carton, Nonlinear Regimes of Baroclinic Boundary Currents, Journal of Physical Oceanography 34 (2004), 1400-+. [ DOI \| .pdf ]
[6]	M. Pavec and X. J. Carton, Parametric instability of a two-layer wall jet, Regul. Chaotic Dyn. 9 (2004), 499-507. [ DOI ]
[7]	M. Pavec, X. Carton, and G. Swaters, Baroclinic Instability of Frontal Geostrophic Currents over a Slope, Journal of Physical Oceanography 35 (2005), 911-+. [ DOI \| .pdf ]
[8]	F. Bouchet and J. Barré, Classification of Phase Transitions and Ensemble Inequivalence, in Systems with Long Range Interactions, Journal of Statistical Physics 118 (2005), 1073-1105. [ DOI \| .pdf ]
[9]	E. Simonnet, On the unstable discrete spectrum of the linearized 2-D Euler equations in bounded domains, Physica D Nonlinear Phenomena 237 (2008), 2539-2552. [ DOI \| .pdf ]
[10]	A. Venaille, Mélange et circulation océanique: une approche par la physique statistique., PHD thesis, Université Joseph Fourier-Grenoble, December 2008. [ .pdf ]
[11]	A. Venaille and F. Bouchet, Statistical Ensemble Inequivalence and Bicritical Points for Two-Dimensional Flows and Geophysical Flows, Physical Review Letters 102 (2009), no. 10, 104501-+. [ DOI \| .pdf ]
[12]	F. Bouchet and E. Simonnet, Random Changes of Flow Topology in Two-Dimensional and Geophysical Turbulence, Physical Review Letters 102 (2009), no. 9, 094504-+. [ DOI \| .pdf ]