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Equilibrium quasicrystal phase of a Penrose tiling model
Lei Han Tang
, Marko V. Jarić
Department of Physics
Research output
:
Contribution to journal
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Journal article
›
peer-review
73
Citations (Scopus)
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Keyphrases
Penrose Tiling
100%
Phason
100%
Rhombus Tiling
100%
Quasicrystal Phase
100%
Two Dimensional
50%
Low Temperature
50%
High Temperature
50%
Monte Carlo Simulation
50%
System Size
50%
Quasicrystals
50%
Rule-based
50%
Closest Connection
50%
Linear Dependence
50%
Quasi-periodic
50%
Renormalization Group
50%
Surface Roughening
50%
Renormalization Group Method
50%
General Surfaces
50%
Elastic Energy
50%
Random Tilings
50%
Exact Groups
50%
Monte Carlo Results
50%
Real Space Renormalization Group
50%
Matching Rule
50%
Small Strain
50%
Quasiperiodicity
50%
Engineering
Two Dimensional
100%
Low-Temperature
100%
Ground State
100%
Real Space
100%
Linear Dependence
100%
Size System
100%
Elastic Energy
100%
Mathematics
Rhombus
100%
Monte Carlo
50%
Three-Dimension
50%
Ground State
50%
System Size
50%
Real Space
50%
Linear Dependence
50%
Monte Carlo Method
50%
Chemistry
Phason
100%
Rhombic Crystal
100%
Quasicrystallinity
100%
Ground State
50%
Monte Carlo Method
50%
Computer Science
Monte Carlo Simulation
100%
Linear Dependence
100%
Material Science
Quasicrystal
100%
Surface (Surface Science)
50%