Sandonas Leonardo Medrano, Gutierrez Rafael, Pecchia Alessandro, Seifert Gotthard, Cuniberti Gianaurelio
Institute for Materials Science and Max Bergmann Center of Biomaterials, TU Dresden, 01062 Dresden, Germany.
Consiglio Nazionale delle Ricerche, ISMN, Via Salaria km 29.6, 00017 Monterotondo, Rome, Italy.
Phys Chem Chem Phys. 2017 Jan 4;19(2):1487-1495. doi: 10.1039/c6cp06621f.
Novel two-dimensional (2D) materials show unusual physical properties which combined with strain engineering open up the possibility of new potential device applications in nanoelectronics. In particular, transport properties have been found to be very sensitive to applied strain. In the present work, using a density-functional based tight-binding (DFTB) method in combination with Green's function (GF) approaches, we address the effect of strain engineering of the transport setup (contact-device(scattering)-contact regions) on the electron and phonon transport properties of two-dimensional materials, focusing on hexagonal boron-nitride (hBN), phosphorene, and MoS monolayers. Considering unstretched contact regions, we show that the electronic bandgap displays an anomalous behavior and the thermal conductance continuously decreases after increasing the strain level in the scattering region. However, when the whole system (contact and device regions) is homogeneously strained, the bandgap for hBN and MoS monolayers decreases, while for phosphorene it first increases and then tends to zero with larger strain levels. Additionally, the thermal conductance shows specific strain dependence for each of the studied 2D materials. These effects can be tuned by modifying the strain level in the stretched contact regions.
新型二维(2D)材料展现出非同寻常的物理特性,结合应变工程,为纳米电子学中的新型潜在器件应用开辟了可能性。特别是,人们发现输运特性对施加的应变非常敏感。在本工作中,我们使用基于密度泛函的紧束缚(DFTB)方法并结合格林函数(GF)方法,研究了输运结构(接触 - 器件(散射) - 接触区域)的应变工程对二维材料电子和声子输运特性的影响,重点关注六方氮化硼(hBN)、磷烯和MoS单层。考虑未拉伸的接触区域时,我们表明在散射区域增加应变水平后,电子带隙呈现反常行为,热导率持续降低。然而,当整个系统(接触和器件区域)均匀应变时,hBN和MoS单层的带隙减小,而磷烯的带隙首先增大,然后在更大应变水平下趋于零。此外,对于每种研究的二维材料,热导率都表现出特定的应变依赖性。这些效应可以通过改变拉伸接触区域的应变水平来调节。