Group theory for structural analysis and lattice vibrations in phosphorene systems
Group theory for structural analysis and lattice vibrations in phosphorene systems
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DOI:
10.1103/physrevb.91.205421
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发表时间:
2014-08
影响因子:
3.7
通讯作者:
J. Ribeiro-Soares;R. M. Almeida;L. G. Canccado;M. Dresselhaus;A. D. D. F'isica-A.-D.-D.-F'isica-103097743;Universidade Federal de Minas Gerais;B. Horizonte;Mg;30123-970;Brazil.;D. D. F'isica-D.;Universidade Federal de Lavras;Lavras;37200-000;Department of Electrical Engineering;Computer Science;M. I. O. Technology;Cambridge;MA 02139;Usa;D. Physics
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文献类型:
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作者:
J. Ribeiro-Soares;R. M. Almeida;L. G. Canccado;M. Dresselhaus;A. D. D. F'isica-A.-D.-D.-F'isica-103097743;Universidade Federal de Minas Gerais;B. Horizonte;Mg;30123-970;Brazil.;D. D. F'isica-D.;Universidade Federal de Lavras;Lavras;37200-000;Department of Electrical Engineering;Computer Science;M. I. O. Technology;Cambridge;MA 02139;Usa;D. Physics
Group theory analysis for two-dimensional elemental systems related to phosphorene is presented, including (i) graphene, silicene, germanene, and stanene; (ii) their dependence on the number of layers; and (iii) their two possible stacking arrangements. Departing from the most symmetric D 1 6h graphene space group, the structures are found to have a group-subgroup relation, and analysis of the irreducible representations of their lattice vibrations makes it possible to distinguish between the different allotropes. The analysis can be used to study the effect of strain, to understand structural phase transitions, to characterize the number of layers, crystallographic orientation, and nonlinear phenomena.