Dwi Nugraheni Rositawati, M. Absor, K. Triyana, I. Santoso
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引用次数: 0
摘要
利用第一性原理密度泛函理论(DFT)系统地研究了间隙原子掺杂对石墨烯输运性质的影响。研究表明,当Au掺杂浓度增加到25%时,导致空穴向石墨烯的p型转移,狄拉克点转移到费米能级,原子掺杂的局域态出现在费米能级和- 1 eV能量处。钙、Ag)和Al间隙掺杂引起的n型电子转移石墨烯狄拉克点远离费米能级和局部的状态出现在费米能级和能级2∼eV Ca,周围−3.5 eV Ag)−3.5 eV和∼1.6 eV。作为掺杂剂浓度进一步增加50%,孔的数量(或电子)降低掺杂物,除了Ca,费米能级的局部状态消失,狄拉克点回到费米能级。我们的研究为如何调和局域态和在间隙掺杂石墨烯的输运特性中起重要作用的载流子数量提供了见解。
Charge transport properties of interstitially doped graphene: a first-principles study
The role of interstitial atomic doping on transport properties of graphene was systematically studied using first-principles density functional theory (DFT). The study revealed that interstitial Au doping results in a p-type transfer of holes to graphene as the dopant concentration increases to 25%, with the Dirac point shifting to the Fermi level and localised states of atomic dopants appearing at the Fermi level and at energy of −1 eV. Ca, Ag and Al interstitial doping induces an n-type transfer of electrons to graphene with the Dirac point moving away from the Fermi level and localised states appearing at the Fermi level and at energy levels of ∼2 eV for Ca, around −3.5 eV for Ag, −3.5 eV and ∼1.6 eV for Al. As the dopant concentration increases further to 50%, the number of holes (or electrons) decreases for all dopants, except for Ca, as the localised state at the Fermi level disappears, and the Dirac point returns towards the Fermi level. Our research provides insights into how to reconcile the localised state and the number of charge carriers that play a significant role in the transport properties of interstitial doped graphene.