Data and scripts from: Glass-like caging with random planes

Public

  • The richness of the mean-field solution of simple glasses leaves many of its features challenging to interpret. A minimal model that illuminates glass physics in the same way that the random energy model clarifies spin glass behavior would therefore be beneficial. Here we propose such a real-space model that is amenable to infinite-dimensional d→∞ analysis and is exactly solvable in finite d in some regimes. By joining analysis with numerical simulations, we uncover geometrical signatures of the dynamical and jamming transitions and obtain insight into the origin of activated processes. Translating these findings into the context of standard glass formers further reveals the role played by nonconvexity in the emergence of Gardner and jamming physics. ... [Read More]

Total Size
8 files (6.9 MB)
Data Citation
  • Bonnet, G., Charbonneau, P., & Folena, G. (2023). Data and scripts from: Glass-like caging with random planes. Duke Research Data Repository. https://doi.org/10.7924/r4gx4hm10
DOI
  • 10.7924/r4gx4hm10
Publication Date
ARK
  • ark:/87924/r4gx4hm10
Type
Format
Related Materials
Funding Agency
  • Simons Foundation
Grant Number
  • Grant No. 454937
Title
  • Data and scripts from: Glass-like caging with random planes