Elder, K. R. ; Achim, C. V. ; Granato, E. ; Ying, S. C. ; Ala-Nissila, T.
Número total de Autores: 5
|Tipo de documento:||Artigo Científico|
|Fonte:||EPL; v. 116, n. 5 DEC 2016.|
|Citações Web of Science:||1|
We introduce an effective one-mode phase-field crystal model for studying the commensurate-incommensurate transition and domain wall dynamics of the (root 3 x root 3) R30 degrees. phase found in systems such as Xe/Pt(111), or Xe and Kr on graphite. The model allows us to study large systems where the domain walls can be separated over large macroscopic distances and at the same time incorporate the microscopic details of the domain wall structures. The resulting phase diagram shows that an intermediate stripe incommensurate phase always separates the commensurate phase from the honeycomb incommensurate phases. The energy of the domain wall crossing is investigated. We also find that near a step edge, the domain walls tend to align perpendicularly to the step edge, in agreement with recent experimental observations. Copyright (C) EPLA, 2016 (AU)
|Processo FAPESP:||14/15372-3 - Dinâmica e defeitos topológicos em meios periódicos|
|Linha de fomento:||Auxílio à Pesquisa - Regular|