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Ising model for phase separation in alloys with anisotropic elastic interaction-I. Theory
P. Fratzl,
O. Penrose
School of Mathematical & Computer Sciences
Mathematics
Research output
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Contribution to journal
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Article
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peer-review
52
Citations (Scopus)
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INIS
interactions
100%
ising model
100%
alloys
100%
anisotropy
100%
strains
33%
growth
33%
dynamics
33%
monte carlo method
33%
stiffness
33%
shape
33%
diffusion
33%
critical temperature
33%
periodicity
33%
atoms
33%
mean-field theory
33%
boundary conditions
33%
springs
33%
crystal lattices
33%
Engineering
Anisotropic
100%
Nearest Neighbor
100%
Elastic Interaction
100%
Phase Separation
100%
Ising Model
100%
Two Dimensional
50%
Earliest Time
50%
Periodic Boundary
50%
Elastic Force
50%
Boundary Condition
50%
Material Science
Anisotropy
100%
Coarsening
100%
Crystal Lattice
100%
Mechanical Strength
100%