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首页> 外文期刊>Physical review. B, Condensed Matter And Materals Physics >Electronic structure of commensurate, nearly commensurate, and incommensurate phases of 1T-TaS_2 by angle-resolved photoelectron spectroscopy, scanning tunneling spectroscopy, and density functional theory
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Electronic structure of commensurate, nearly commensurate, and incommensurate phases of 1T-TaS_2 by angle-resolved photoelectron spectroscopy, scanning tunneling spectroscopy, and density functional theory

机译:角度分辨光电子能谱,扫描隧道能谱和密度泛函理论研究1T-TaS_2相,近相和不相称的电子结构

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摘要

The electronic structure of 1T-TaS2 showing a metal-insulator transition and a sequence of different charge density wave (CDW) transformations was discussed in the frame of variable temperature angle-resolved photoelectron spectroscopy (ARPES), scanning tunneling spectroscopy (STS), and density functional theory (DFT) calculations. For the commensurate charge density wave phase (CCDW) the Mott gap was estimated to be 0.4 eV and energy gaps Delta(CCDW,1), Delta(CCDW,2), Delta(B3-HHB), Delta(B4-B3) were observed. For the nearly commensurate charge density wave phase (NCCDW), the reminiscent of higher and lower Hubbard bands and a very pronounced electronic state associated with the parabolic band at the (Gamma) over bar point in the Brillouin zone were identified. The incommensurate charge density wave phase (ICCDW) showed a high value of local density of states at the Fermi level and a very pronounced edge of the metallic surface state located in the range of 0.15-0.20 eV above the Fermi level. The obtained STS and ARPES results were consistent with our theoretical calculations performed within DFT formalism including spin-orbit coupling.
机译:在可变温度角分辨光电子能谱(ARPES),扫描隧道能谱(STS)和电子显微镜下讨论了1T-TaS2的电子结构,该结构显示了金属-绝缘体跃迁和一系列不同的电荷密度波(CDW)变换。密度泛函理论(DFT)计算。对于相称的电荷密度波相位(CCDW),莫特间隙估计为0.4 eV,能隙Delta(CCDW,1),Delta(CCDW,2),Delta(B3-HHB),Delta(B4-B3)为观测到的。对于几乎相称的电荷密度波相位(NCCDW),可以识别出较高和较低的Hubbard能带,以及与布里渊区的bar点上(Gamma)上的抛物线能带相关的非常明显的电子态。不相称的电荷密度波相(ICCDW)在费米能级处显示出较高的局部态密度值,而在费米能级之上0.15-0.20 eV范围内的金属表面态的边缘非常明显。获得的STS和ARPES结果与我们在DFT形式主义(包括自旋轨道耦合)中进行的理论计算是一致的。

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