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We describe analytical calculations and simulations of the quasi-one-dimensional (Q1-D) model for glassy dynamics. In the Q1-D models, hard rods undergo single-file diffusion through a series of narrow channels connected by J intersections. The topology of the model is specified by J, the maximum number of rods in each middle channel K, and the number of rods N. We assume that the rods cannot turn at the intersections, and thus there is a single, continuous route through the system. This model displays hallmarks of glassy dynamics including caging behavior and subdiffusion, rapid growth in the structural relaxation time, and collective particle rearrangements.The analytical calculations are supported quantitatively by Monte Carlo simulations.
 
 
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Keywords

glassy  dynamics  topology  
 
 
 About This Document
 
 Subject Physics
 Category PhD Thesis
 Views 4378
 Downloads 311
 Added 16-03-11
 Contributor   A Ghosh
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