Honeycomb boron: alchemy on aluminum pan?
Honeycomb boron: alchemy on aluminum pan?
复制标题
DOI:
10.1016/j.scib.2018.02.019
复制
发表时间:
2018-02
期刊:
影响因子:
18.9
通讯作者:
S. Shirodkar;E. Penev;B. Yakobson
中科院分区:
文献类型:
--
作者:
S. Shirodkar;E. Penev;B. Yakobson
Boron (B), the one-electron-lacking neighbor of carbon in the periodic table (and in the Latin alphabet), is identified by rather different chemistry as compared to C. This gives rise to rich allotropy of boron, which is seen in the possibility of its multiple bulk phases, diverse clusters, cage-like fullerenes, one-dimensional nanotubes and two-dimensional (2D) sheets. In brief, B and C have very little similarity in their structural and electronic properties; albeit for one, the 2D honeycomb sheet which appears isomorphic to the ultimate carbon allotrope–graphene. And this very structure, reported in this issue of Sci. Bull. by Li et al.[1], forms on a support familiar in every household—an aluminum pan. 2D boron (borophene) exhibits rich polymorphism itself [2, 3], and the honeycomb () structure is only one of the multitude of other forms. Honeycomb boron (B) lattice has been known for decades, with metal diborides being a prominent example [4]. Yet, B came into the limelight only at the brink of the new millennium with the discovery of remarkably high-Tc conventional superconductivity in MgB2 [5]. The B sublattice in MgB2 is, however, tightly sandwiched between Mg layers, as an integral part of the bulk crystal.Fast forward to the graphene era, a gapless semiconductor with monoatomic honeycomb structure was isolated [6] and displayed the Dirac cones at the Fermi level of electrons. The Dirac electrons which behave like massless fermions, impart exceptional properties such as extremely high electron mobility, emergence of quantum Hall effect, Klein tunneling and pseudomagnetic effects. This gives rise to a wide range of applications, such as biosensors, nanoelectronics, nanoplasmonics, optoelectronics, Hall-effect sensors, to name a few, with the promise of a drastic miniaturization of devices. Unlike graphene, in B the Dirac points lie far above the Fermi level, fading the hopes for graphene-like exotic behavior. Thus, the question of whether B can be isolated into a 2D sheet has become ever more intriguing, rekindling a modern-day “alchemy” contest for converting borophene into graphene, B into C. The lessons learned from the electronic structure of MgB2 [7], graphene, and the energetics of 2D B polymorphs [3] may point to the answer. The Dirac point is at the Fermi level in graphene, well above it in B, while MgB2 is an intermediate case. The electrons donated by Mg to B shift the Fermi level closer to the Dirac cones of the B sublattice in MgB2, approaching the