Lou Ping, Lee Jin Yong
Department of Chemistry, Institute of Basic Science, Sungkyunkwan University, Suwon, 440-746, Korea.
Phys Chem Chem Phys. 2008 Feb 14;10(6):828-33. doi: 10.1039/b714307a. Epub 2007 Nov 29.
Based on one impurity model Hamiltonian describing a nanowire upon adsorption of a molecule, we obtain an analytical formula of the conductance which is governed clearly by modulating key parameters. The formula shows that the conductance change in nanowire upon adsorption of a molecule is mainly controlled by three factors, electron hopping between adsorbed molecule and nanowire, chemical potential, and the change of atomic configurations of the nanowires near the adsorption site. Conductance is very sensitive to the choice of these key parameters; therefore, a proper nanowire system that renders matched chemical potential as well as hopping strength between the nanowire and the adsorbed molecule should be devised for the sensor applications. Our model calculations give similar conductance features to the conductance obtained by the first principle calculations for a singe-molecule-adsorbed molecular wire. It is worthy of note that the system can be in antiresonance, which is characterized by a quick drop in conductance when a molecule is adsorbed on the nanowires.
基于一个描述分子吸附在纳米线上的单杂质模型哈密顿量,我们得到了一个电导率的解析公式,该公式通过调制关键参数而清晰地受到控制。该公式表明,分子吸附时纳米线中的电导率变化主要由三个因素控制,即吸附分子与纳米线之间的电子跳跃、化学势以及吸附位点附近纳米线原子构型的变化。电导率对这些关键参数的选择非常敏感;因此,为了传感器应用,应设计出一个合适的纳米线系统,使其具有匹配的化学势以及纳米线与吸附分子之间的跳跃强度。我们的模型计算给出的电导率特征与单分子吸附分子线的第一性原理计算得到的电导率相似。值得注意的是,该系统可能处于反共振状态,其特征是当分子吸附在纳米线上时电导率迅速下降。