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首页> 外文期刊>Journal of nanoscience and nanotechnology >Organic Nano-Devices Composed by Carbon NanoTube/Oligophenylenes/Carbon NanoTube Junctions: Transition-Voltage Spectroscopy, Applications and Chirality versus Geometry
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Organic Nano-Devices Composed by Carbon NanoTube/Oligophenylenes/Carbon NanoTube Junctions: Transition-Voltage Spectroscopy, Applications and Chirality versus Geometry

机译:碳纳米管/低聚亚苯基/碳纳米管的连接点组成的有机纳米器件:过渡电压谱,应用和手性与几何

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Molecular junctions offer a viable alternative for applications in nanoscale electronic devices. In this work we investigate the electronic transport in single-molecules junctions composed by CNT/oligophenylenes/CNT through of the Transition Voltage Spectroscopy (TVS) by means of the coherent transport model given by the Landauer-Buttiker formula for the case of the conductance (G) that is related to transmittance T(E, V-e, theta) of a two-lead system where negative differential conductance voltage V-NDC matches with minima voltage V-min in the Fowler-Nordheim plot. The results exhibit: (i) one linear region (showing resistive behavior given by Ohm's Law); (ii) two nonlinear regions (resonance and NDC); (iii) the possibility of a fourth nonlinear region of operation (or second resonance). We find that the conductance (G/G(o)) in these systems is strongly correlated to the Frontiers Molecular Orbitals (HOMO and LUMO) and to the chiral index psi, which depends only on atomic positions and it is found quantitatively by Group Theory calculations. The atomic positions are related the conformation change (twist angle, theta) where each phenylene ring can rotate about the single C-C bonds that connects them that influences in the symmetry properties (psi) and electronic transport (G/G(o)) of the CNT/oligophenylene/CNT junctions, giving rise to the cos(2)theta law.
机译:分子连接为纳米级电子设备中的应用提供了可行的替代方法。在这项工作中,我们利用电导率(Landauer-Buttiker公式)给出的相干输运模型,通过过渡电压光谱(TVS)研究了由CNT /低聚亚苯基/ CNT组成的单分子结中的电子输运。 G)与两引线系统的透射率T(E,Ve,theta)有关,其中负差分电导电压V-NDC与Fowler-Nordheim图中的最小电压V-min相匹配。结果显示:(i)一个线性区域(显示由欧姆定律给出的电阻行为); (ii)两个非线性区域(谐振和NDC); (iii)出现第四非线性工作区域(或第二共振)的可能性。我们发现这些系统中的电导率(G / G(o))与Frontiers分子轨道(HOMO和LUMO)以及与手性指数psi密切相关,而手性指数psi仅取决于原子位置,并且可以通过群论定量地发现计算。原子位置与构象变化(扭转角,θ)有关,在该构象变化中,每个亚苯基环可以围绕连接它们的单个CC键旋转,这会影响原子的对称性(psi)和电子传输(G / G(o)) CNT /低聚亚苯基/ CNT结,产生cos(2)theta法则。

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