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users:shapira:index [2019/05/10 14:44]
shapira [Publications]
users:shapira:index [2019/05/10 14:45] (current)
shapira [Publications]
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 ====Publications==== ====Publications====
  
-==Diffusive Scaling of the Kob-Andersen Model in the //d// Dimensional ​Lattice==+==Diffusive Scaling of the Kob-Andersen Model on the Integer ​Lattice==
  
 With [[http://​www.mat.uniroma3.it/​users/​martin/​|Fabio Martinelli]] and [[https://​www.ceremade.dauphine.fr/​~toninelli/​|Cristina Toninelli]]. //arXiv preprint [[https://​arxiv.org/​abs/​1904.11078|arXiv:​1904.11078]]//​ (2019). With [[http://​www.mat.uniroma3.it/​users/​martin/​|Fabio Martinelli]] and [[https://​www.ceremade.dauphine.fr/​~toninelli/​|Cristina Toninelli]]. //arXiv preprint [[https://​arxiv.org/​abs/​1904.11078|arXiv:​1904.11078]]//​ (2019).
  
-The Kob-Andersen model is an interacting particle system evolving according to the Kawasaki dynamics, i.e., particles live on the vertices of a the integer ​lattice, and could jump to a neighboring site. In this particular model the particle could jump only to an empty site, and only if the number of empty neighbors it has passes some fixed threshold both before and after the jump.+The Kob-Andersen model is an interacting particle system evolving according to the Kawasaki dynamics, i.e., particles live on the vertices of a the //​d//​-dimensional ​lattice, and could jump to a neighboring site. In this particular model the particle could jump only to an empty site, and only if the number of empty neighbors it has passes some fixed threshold both before and after the jump.
 We found that the relaxation time of this model has a diffusive scaling, that is, it grows as the square of the length. We found that the relaxation time of this model has a diffusive scaling, that is, it grows as the square of the length.
  
 
users/shapira/index.txt · Last modified: 2019/05/10 14:45 by shapira
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