Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Evaluation of Phase Coherent Length of Hot Electrons Based on Wigner Distribution Function

View through CrossRef
A new methodology for evaluation of the phase coherent length of hot electrons is proposed based on the Wigner distribution function. In our approach, the coherent length can be evaluated directly from the resonant width in the momentum-space of the Wigner distribution function under the influence of electron-electron interactions and phonon scattering. In this paper, a coherent length of hot electrons created in a double barrier resonant tunneling structure is studied. It is found that the electron coherency deteriorates in the quantum well layer due to the interaction with the accumulated electrons, and that consequently to obtain hot electrons with longer coherency from the resonant tunneling structure it should be biased near the valley region of the I-V curve rather than at the peak voltage.
Title: Evaluation of Phase Coherent Length of Hot Electrons Based on Wigner Distribution Function
Description:
A new methodology for evaluation of the phase coherent length of hot electrons is proposed based on the Wigner distribution function.
In our approach, the coherent length can be evaluated directly from the resonant width in the momentum-space of the Wigner distribution function under the influence of electron-electron interactions and phonon scattering.
In this paper, a coherent length of hot electrons created in a double barrier resonant tunneling structure is studied.
It is found that the electron coherency deteriorates in the quantum well layer due to the interaction with the accumulated electrons, and that consequently to obtain hot electrons with longer coherency from the resonant tunneling structure it should be biased near the valley region of the I-V curve rather than at the peak voltage.

Related Results

Nanophotonics with charged particles
Nanophotonics with charged particles
(English) Among the fundamental constituents of matter, charged particles such electrons and positrons are leading protagonists in physical phenomena associated with small (~ meV) ...
Dynamical Equation and Monte Carlo Simulationof the Two‐time Wigner Function for ElectronQuantum Transport
Dynamical Equation and Monte Carlo Simulationof the Two‐time Wigner Function for ElectronQuantum Transport
Within the Wigner‐function formalism for electron quantum transport in semiconductors a two‐time Wigner function is defined starting from the Green‐function formalism. After a prop...
A study discovered the coherent wave function of electrons and the stability when observed
A study discovered the coherent wave function of electrons and the stability when observed
The wave phase is the origin of creation and precedes the particulate (molecular) phase. The wave and particle are not two figures of the same thing, rather they are heterogeneous ...
From the discrete Weyl–Wigner formalism for symmetric ordering to a number–phase Wigner function
From the discrete Weyl–Wigner formalism for symmetric ordering to a number–phase Wigner function
The general Weyl–Wigner formalism in finite dimensional phase spaces is investigated. Then this formalism is specified to the case of symmetric ordering of operators in an odd-dime...
Photometric properties of Ryugu and its artificial impact crater
Photometric properties of Ryugu and its artificial impact crater
Introduction:  The JAXA’s Hayabusa2 mission [1] rendezvoused with the Ryugu near Earth, C-type asteroid from June 2018 to November 2019, performing two touchdown...
Nonlinear stationary solutions of the Wigner and Wigner–Poisson equations
Nonlinear stationary solutions of the Wigner and Wigner–Poisson equations
Exact nonlinear stationary solutions of the one-dimensional Wigner and Wigner–Poisson equations in the terms of the Wigner functions that depend not only on the energy but also on ...
Semiclassical dynamics in Wigner phase space I: Adiabatic hybrid Wigner dynamics
Semiclassical dynamics in Wigner phase space I: Adiabatic hybrid Wigner dynamics
The Wigner phase space formulation of quantum mechanics is a complete framework for quantum dynamic calculations that elegantly highlights connections with classical dynamics. In t...
Effect of wall secondary electron distribution function on the characteristics of stable sheath near a dielectric wall
Effect of wall secondary electron distribution function on the characteristics of stable sheath near a dielectric wall
It is widely known that the energy distribution of secondary electrons induced by a single-energy electron beam presents typical bimodal configuration. However, the total velocity ...

Back to Top