DocumentCode
22526
Title
Comparison Between Maxwell–Schrödinger and Maxwell–Newton Hybrid Simulations for Multi-Well Electrostatic Potential
Author
Takeuchi, T. ; Ohnuki, Shinichiro ; Sako, Tokuei
Author_Institution
Coll. of Sci. & Technol., Nihon Univ., Tokyo, Japan
Volume
50
Issue
5
fYear
2014
fDate
May-14
Firstpage
334
Lastpage
339
Abstract
A novel hybrid approach to the dynamics of electron interacting with time-dependent electromagnetic fields, namely, the Maxwell-Schrödinger approach, has been employed to study a system of electron confined in single- and multi-well electrostatic potentials subjected to pulsed laser fields. A comparison of the results of simulation to those obtained by the conventional Maxwell-Newton approach has been made by calculating the time response of the current density and the time-evolution of the electric field at an observation point. The results obtained by these two distinct approaches agree very well for the single-well potential while disagree qualitatively for the multi-well potential. This clearly demonstrates limitation of applicability of the conventional Maxwell-Newton scheme to study electron dynamics in electromagnetic fields.
Keywords
Maxwell equations; Newton method; Schrodinger equation; current density; electromagnetic field theory; electrostatics; laser beams; Maxwell-Newton hybrid simulation; Maxwell-Schrodinger hybrid simulation; conventional Maxwell-Newton scheme; current density; electric field; electron dynamics; electron interaction; multi-well electrostatic potentials; observation point; pulsed laser fields; single-well electrostatic potentials; time response; time-dependent electromagnetic fields; time-evolution; Current density; Electric potential; Electromagnetic fields; Electrostatics; Equations; Mathematical model; Trajectory; FDTD method; Maxwell–Schrödinger equations; multi-physics simulation; tunneling effect;
fLanguage
English
Journal_Title
Quantum Electronics, IEEE Journal of
Publisher
ieee
ISSN
0018-9197
Type
jour
DOI
10.1109/JQE.2014.2310196
Filename
6758397
Link To Document