Path integral analysis of local and nonlocal effects in electron tunneling

Stepanic J.; Sunjic M.

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Path integral analysis of local and nonlocal effects in electron tunneling

机译：电子隧穿中局部和非局部效应的路径积分分析

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We analyze the origin and character of dynamical effects in electron tunneling in planar metal-insulator-metal systems evaluating semiclassically a path integral expression for the tunneling amplitude. A transparent connection between the interaction of the tunneling electron with the quantized charge fluctuations and the effective one-electron potential is made. For the first time a comparison between the local and nonlocal parts of the effective potential for the electron tunneling for zero and finite temperatures is explicitly analyzed in a single approach. The situations when local and nonlocal parts, always of opposite sign, are comparable in strength are found and discussed. [References: 21]

机译：我们分析了平面金属-绝缘体-金属系统中电子隧穿动力学效应的起源和特征，半经典地评估了隧穿振幅的路径积分表达式。在隧穿电子与定量电荷波动的相互作用与有效单电子势之间建立透明连接。首次以单一方法明确分析了在零温度和有限温度下电子隧穿的有效电势的局部和非局部部分之间的比较。发现并讨论了总是具有相反符号的局部和非局部部分在强度上具有可比性的情况。 [参考：21]

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《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 |2004年第1期|共4页
作者
Stepanic J.; Sunjic M.;
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正文语种 eng
中图分类物理学;
关键词
Dynamical effective potentials; Traversal time; Escape rate;

机译：动态有效电位;穿越时间;逃逸率;

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1. Path integral analysis of local and nonlocal effects in electron tunneling [J] . Stepanic J., Sunjic M. Physica Scripta: An International Journal for Experimental and Theoretical Physics . 2004,第1期

机译：电子隧穿中局部和非局部效应的路径积分分析
2. Nonlocal and quantum-tunneling contributions to harmonic generation in nanostructures: Electron-cloud-screening effects [J] . Michael Scalora, Maria Antonietta Vincenti, Domenico de Ceglia, Physical Review, A. Atomic, molecular, and optical physics . 2014,第1aPta2期

机译：非本地和量子隧道对纳米结构中谐波产生的贡献：电子云屏蔽效应
3. Strong tunneling in the electron box: a path integral Monte Carlo analysis [J] . Herrero CP., Zaikin AD., Schon G. Physica, B. Condensed Matter . 2000,第Pta2期

机译：电子箱中的强隧道效应：路径积分蒙特卡洛分析
4. Nonlocal Integral Elasticity Analysis of Nanobeams by employing Finite Element Method [C] . K. G. Eptaimeros, C. Chr. Koutsoumaris, G. J. Tsamasphyros International Conference of Computational Methods in Sciences and Engineering . 2016

机译：采用有限元法，纳米束的非局部整体弹性分析
5. Analysis and modeling of nonlocal and dynamic floating-body effects for application in scaled SOI/CMOS technology [D] . Krishnan, Srinath. 1996

机译：缩放SOI / CMOS技术应用下非识别和动态浮体效果的分析与建模
6. Path Integrals for Electronic Densities Reactivity Indices and Localization Functions in Quantum Systems [O] . Mihai V. Putz 2009

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7. Phase Space Feynman Path Integrals : as Analysis on Path Space via Piecewise Constant Paths (Introductory Workshop on Feynman Path Integral and Microlocal Analysis) [O] . KUMANO-GO Naoto 2012

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8. Simple path integral proof of the one-dimensional electron localization [R] . Botelho, L. C. , Silva, E. P. 1998

机译：一维电子局域化的简单路径积分证明

Path integral analysis of local and nonlocal effects in electron tunneling

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