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本文引用的文献

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Control of multiple excited image states around segmented carbon nanotubes.分段碳纳米管周围多激发图像态的控制
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Strongly localized image states of spherical graphitic particles.球形石墨颗粒的强局域化图像态
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Band formation in a molecular quantum well via 2D superatom orbital interactions.二维超原子轨道相互作用导致分子量子阱中的能带形成。
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Self-consistent density functional calculation of the image potential at a metal surface.金属表面镜像势的自洽密度泛函计算。
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Probing quantized image-potential states at supported carbon nanotubes.在支撑的碳纳米管上探测量子化的像极势能态。
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Tunable bands of electronic image states in nanowire lattices.纳米线晶格中电子图像态的可调谐能带。
Phys Rev Lett. 2005 Jan 14;94(1):016402. doi: 10.1103/PhysRevLett.94.016402. Epub 2005 Jan 3.
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金属纳米环的高激发电子像态。

Highly excited electronic image states of metallic nanorings.

机构信息

Zentrum für optische Quantentechnologien, Universität Hamburg, Luruper Chaussee 149, 22761 Hamburg, Germany.

出版信息

J Chem Phys. 2017 May 21;146(19):194704. doi: 10.1063/1.4983294.

DOI:10.1063/1.4983294
PMID:28527466
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC5438285/
Abstract

We study electronic image states around a metallic nanoring and show that the interplay between the attractive polarization force and a repulsive centrifugal force gives rise to Rydberg-like image states trapped several nanometers away from the surface. The nanoring is modeled as a perfectly conducting isolated torus whose classical electrostatic image potential is derived analytically. The image states are computed via a two-dimensional finite-difference scheme as solutions of the effective Schrödinger equation describing the outer electron subject to this image potential. These findings demonstrate not only the existence of detached image states around nanorings but allow us also to provide general criteria on the ring geometry, i.e., the aspect ratio of the torus, that need to be fulfilled in order to support such states.

摘要

我们研究了金属纳米环周围的电子像态,并表明吸引力的极化力和排斥力的离心力之间的相互作用导致了类似于里德堡的像态被束缚在离表面数纳米的地方。纳米环被建模为一个完美导电的孤立圆环,其经典静电像势可以通过解析方法推导出来。像态是通过二维有限差分方案作为外电子在外加像势作用下的有效薛定谔方程的解来计算的。这些发现不仅证明了纳米环周围存在分离的像态,而且还为我们提供了关于环几何形状的一般准则,即圆环的纵横比,需要满足这些准则才能支持这种状态。