Glasses and Aging, A Statistical Mechanics Perspective on

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  • First Online:
Statistical and Nonlinear Physics
  • Originally published in
  • R. A. Meyers (ed.), Encyclopedia of Complexity and Systems Science, © Springer Science+Business Media LLC 2021

Glossary

We start with a few concise definitions of the most important concepts discussed in this entry.

Glass transition :

For molecular liquids, the glass transition denotes a crossover from a viscous liquid to an amorphous solid. Experimentally, the crossover takes place at the glass temperature, Tg, conventionally defined as the temperature where the liquid’s viscosity reaches the arbitrary value of 1012 Pa.s. The glass transition more generally applies to many different condensed matter systems where a crossover or, less frequently, a true phase transition takes place between an ergodic phase and a frozen, amorphous glassy phase.

Aging :

In the glass phase, disordered materials are characterized by relaxation times that exceed common observation timescales, so that a material quenched in its glass phase never reaches equilibrium (neither a metastable equilibrium). It exhibits instead an aging behavior during which its physical properties keep evolving with time.

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Acknowledgments

This work was supported by a grant from the Simons Foundation (Grant No. 454933, L. B., Grant No. 454935, G. B.)

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Correspondence to Ludovic Berthier .

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Arceri, F., Landes, F.P., Berthier, L., Biroli, G. (2022). Glasses and Aging, A Statistical Mechanics Perspective on. In: Chakraborty, B. (eds) Statistical and Nonlinear Physics. Encyclopedia of Complexity and Systems Science Series. Springer, New York, NY. https://doi.org/10.1007/978-1-0716-1454-9_248

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