Difference between revisions of "Polyamorphic systems"

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*[[polyamorphism: Ramp model | Jagla ramp model]]
*[[polyamorphism: Ramp model | Jagla ramp model]]
*[[Roberts and Debenedetti model]]
*[[Roberts and Debenedetti model]]
*[[Square shoulder + square well]]
*[[Square shoulder + square well model]]
==General reading==
==General reading==

Revision as of 11:39, 25 September 2008

Polyamorphic systems and liquid-liquid transitions. Some solid compounds can exist in two or more polymorphs with different atomic structures but the same chemical composition. In the case of a pure element, this behavior is termed allotropy. The existence of liquid polymorphs is known as polyamorphism, i.e. the ability of a substance to exist in several different amorphous modifications. Note: glasses are not in thermodynamic equilibrium, so such transformations do not correspond to true phase transitions from one stable liquid to another.

Polyamorphic systems

Real systems that present liquid-liquid transitions:


Idealised models that present liquid-liquid transitions:

General reading

  1. C. A. Angell "Formation of Glasses from Liquids and Biopolymers", Science 267 pp. 1924 - 1935 (1995)
  2. Peter H. Poole, Tor Grande, C. Austen Angell, Paul F. McMillan "Polymorphic Phase Transitions in Liquids and Glasses", Science 275 pp. 322 - 323 (1997)
  3. Paul McMillan "Phase transitions: Jumping between liquid states", Nature 403 pp. 151-152 (2000)
  4. Jeff L. Yarger and George H. Wolf "Polymorphism in Liquids", Science 306 pp. 820 - 821 (2004)
  5. Peter H. Poole, Ivan Saika-Voivod and Francesco Sciortino "Density minimum and liquid–liquid phase transition", Journal of Physics: Condensed Matter 17 pp. L431-L437 (2005)