Animations

Here we present some pictures of hopping that was drawn by AViz graphical software according to hopping walks that were obtained from the simulation.

here is animated picture of constrained hopping (172kb)
  • 7x7x7 lattice, a=1nm
  • SIGMA=0.026eV
  • GAMMA=2, SIGMAGAMMA=0
  • F=0.2E+6 V/cm
  • T=298K
  • NJ (number of jumps)=32

We can see that field does not very strong. It leads to crossing boundaries by Z and by Y.

 
here is another animated picture of constrained hopping (724kb)
  • 7x7x7 lattice, a=1nm
  • SIGMA=0.052eV
  • GAMMA=2, SIGMAGAMMA=1 (it is not possible to show on the picture conformational disorder in this vertion of program)
  • F=1E+6 V/cm
  • T=300K
  • NJ (number of jumps)=18
It is a case of strong external field.
here is animated picture of free diffusion (104kb)
  • 7x7x7 lattice, a=1nm
  • SIGMA=0.052eV
  • GAMMA=2, SIGMAGAMMA=1
  • T=300K
  • NJ (number of jumps)=29
Free diffusion from the center of the lattice.
 
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