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Phase transitions are ubiquitous in nature, boiling water, metal-alloy transition, and ferromagnetic transitions, to mention a few. Recently, it has been shown that a fluidized granular system in two spatial dimensions with a vibrating wall and without gravity exhibits rich and complex dynamics at phase separation (Argentina, Clerc & Soto, 2002). The mechanism of this phase separation is triggered by a negative compressibility implied by the fact that the granular temperature is a decreasing function of the density for a fixed geometry and boundary conditions. Molecular dynamics simulations of a grain system at the onset of phase transition reveal rich dynamical behavior characterized by appearance, coalescence, and disappearance of bubbles. When the granular viscosity is small, the coarsening dynamics exhibited by the bubbles is< mediated by nonlinear waves.

It will be therefore very interesting to observe experimentally and to study theoretically such rich dynamic behaviors. A granular system seems a natural candidate, although it seems technically difficult to achieve such detailed measurements (acoustic pressure, density measurements, etc). Another candidate is the phase transition at the liquid-vapor critical point, in confined geometry. Taking as a start point the solid-liquid phase coexistence observed in a vertically vibrated granular monolayer (Urbach, et al. 2004 & 2005) we have started a joint effort to study this system experimentally, numerically and theoretically. Our preliminary results indicate that this system indeed shows a spinodal decomposition analogue to the liquid-vapor separation observed in the van der Waals gas model.


References

- "van der Waals-Like Transition in Fluidized Granular Matter", M. Argentina M.G. Clerc, & R. Soto, Phys Rev Lett. vol. 89 044301 (2002).

- "Non-equilibrium two-phase coexistence in a confined granular layer", A. Prevost, P. Melby, D. A. Egolf, & J. S. Urbach, Phys. Rev. E, Rapid Communication, Vol. 70, 050301(R) (2004).

- "The dynamics of thin vibrated granular layers", P. Melby, F. Vega Reyes, A. Prevost, R. Robertson, P. Kumar, D. A. Egolf, & J. S. Urbach, J. Phys. Cond. Mat. vol. 17, S2689-S2704 (2005).

People involved:

Germán Varas (Universidad de Chile)
Cristian Gonzalez (Universidad de Chile)
Dino Risso (Universidad del Bío-Bío)
Patricio Cordero (Universidad de Chile)
Marcel Clerc (Universidad de Chile)
Nicolás Mujica (Universidad de Chile)

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© 2010 Anillo Nonlinear Physics
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