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arXiv 0708.0216cond-mat.mes-hall
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单层石墨烯中朗道能级的调制效应

Modulation effects on Landau levels in a monolayer graphene

J. H. Ho, Y. H. Lai, Y. H. Chiu, M. F. Lin

摘要:

单层石墨烯存在于均匀磁场与空间调制的磁场相互作用的环境中。由于均匀磁场,空间调制的磁场可以影响朗道能级。利用Peierl紧束缚模型研究了调制效应对朗道能级的影响。磁电子性质由空间调制的磁场的周期、强度和方向决定。这样的场可以导致系统维数的增长、能量色散的改变、态简并的破坏和带边态的产生。在费米能级处存在一个稳健的朗道能级,在朗道能级附近存在一维抛物子带,使得态密度分别呈现δ函数结构和多对非对称峰结构。态密度和带边态的能量强烈地依赖于强度,而不依赖于周期和方向。

英文摘要:

A monolayer graphene exists in an environment where a uniform magnetic field interacts a spatially modulated magnetic field. The spatially modulated magnetic field could affect Landau levels due to a uniform magnetic field. The modulation effects on Landau levels are investigated through the Peierl's tight-binding model. The magneto-electronic properties are dominated by the period, the strength, and the direction of a spatially modulated magnetic field. Such a field could induce the growth in dimensionality, the change of energy dispersions, the destroy of state degeneracy, and the creation of band-edge states. There are a robust Landau level at Fermi level and 1D parabolic subbands located around the original Landau levels, which make density of states exhibit a delta-function-like structure and many pairs of asymmetric peak structure, respectively. The density of states and the energies of band-edge states strongly depend on the strength, but not on the period and the direction.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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