Phase diagram of a two-dimensional system which stabilizes Kagome lattice
Yu. D. Fomin
TL;DR
This paper calculates the phase diagram of a 2D system with a specific potential that stabilizes Kagome lattice, identifying stable phases and melting scenarios for triangular and square crystals.
Contribution
It presents the first detailed phase diagram for a 2D system stabilizing Kagome lattice and analyzes melting behaviors of different crystal phases.
Findings
Identification of stable crystalline phases including Kagome, triangular, and square lattices.
Calculated stability regions for these phases in the phase diagram.
Determined melting scenarios for triangular and square crystal phases.
Abstract
Phase diagram of a two-dimensional system with a potential which stabilizes Kagome lattice is calculated. It is shown that this system demonstrate a set of crystalline and the regions of stability of these phases are calculated. The scenarios of melting of triangular and square crystals of the system are determined.
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Taxonomy
TopicsCatalysis and Oxidation Reactions · Complex Network Analysis Techniques · Opinion Dynamics and Social Influence