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Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium. / Архипов, Ростислав Михайлович; Архипов, Михаил Викторович; Babushkin, I.; Pakhomov, A.V.; Rosanov, N.N.

в: Quantum Electronics, Том 48, № 6, 2018, стр. 532-536.

Результаты исследований: Научные публикации в периодических изданияхстатьяРецензирование

Harvard

Архипов, РМ, Архипов, МВ, Babushkin, I, Pakhomov, AV & Rosanov, NN 2018, 'Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium', Quantum Electronics, Том. 48, № 6, стр. 532-536. https://doi.org/10.1070/QEL16619

APA

Архипов, Р. М., Архипов, М. В., Babushkin, I., Pakhomov, A. V., & Rosanov, N. N. (2018). Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium. Quantum Electronics, 48(6), 532-536. https://doi.org/10.1070/QEL16619

Vancouver

Архипов РМ, Архипов МВ, Babushkin I, Pakhomov AV, Rosanov NN. Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium. Quantum Electronics. 2018;48(6):532-536. https://doi.org/10.1070/QEL16619

Author

Архипов, Ростислав Михайлович ; Архипов, Михаил Викторович ; Babushkin, I. ; Pakhomov, A.V. ; Rosanov, N.N. / Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium. в: Quantum Electronics. 2018 ; Том 48, № 6. стр. 532-536.

BibTeX

@article{f333f73c6ad34c91b37ab090fb262c1f,
title = "Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium",
abstract = "The propagation of a unipolar light pulse with a duration of less than one period in a two-level resonant amplifying medium is studied theoretically. In the process of amplification, the unipolar pulse becomes bipolar. The effect of the relaxation time on the shape and duration of the amplified pulse is demonstrated. It is found that the electric pulse area (integral of electric field strength with respect to time) is conserved, in contrast to the area under the long pulse envelope (integral of slowly varying field amplitude with respect to time), which, in the case of long pulses, satisfies the McCall – Hahn area theorem.",
keywords = "Amplification of unipolar pulses, Attosecond pulses, Attosecond science, Coherent effects, Electric pulse area, Subcycle pulses",
author = "Архипов, {Ростислав Михайлович} and Архипов, {Михаил Викторович} and I. Babushkin and A.V. Pakhomov and N.N. Rosanov",
year = "2018",
doi = "10.1070/QEL16619",
language = "English",
volume = "48",
pages = "532--536",
journal = "Quantum Electronics",
issn = "1063-7818",
publisher = "Turpion Ltd.",
number = "6",

}

RIS

TY - JOUR

T1 - Propagation of a light pulse with a duration of less than one period in a resonant amplifying medium

AU - Архипов, Ростислав Михайлович

AU - Архипов, Михаил Викторович

AU - Babushkin, I.

AU - Pakhomov, A.V.

AU - Rosanov, N.N.

PY - 2018

Y1 - 2018

N2 - The propagation of a unipolar light pulse with a duration of less than one period in a two-level resonant amplifying medium is studied theoretically. In the process of amplification, the unipolar pulse becomes bipolar. The effect of the relaxation time on the shape and duration of the amplified pulse is demonstrated. It is found that the electric pulse area (integral of electric field strength with respect to time) is conserved, in contrast to the area under the long pulse envelope (integral of slowly varying field amplitude with respect to time), which, in the case of long pulses, satisfies the McCall – Hahn area theorem.

AB - The propagation of a unipolar light pulse with a duration of less than one period in a two-level resonant amplifying medium is studied theoretically. In the process of amplification, the unipolar pulse becomes bipolar. The effect of the relaxation time on the shape and duration of the amplified pulse is demonstrated. It is found that the electric pulse area (integral of electric field strength with respect to time) is conserved, in contrast to the area under the long pulse envelope (integral of slowly varying field amplitude with respect to time), which, in the case of long pulses, satisfies the McCall – Hahn area theorem.

KW - Amplification of unipolar pulses

KW - Attosecond pulses

KW - Attosecond science

KW - Coherent effects

KW - Electric pulse area

KW - Subcycle pulses

UR - http://www.scopus.com/inward/record.url?scp=85050021686&partnerID=8YFLogxK

U2 - 10.1070/QEL16619

DO - 10.1070/QEL16619

M3 - Article

VL - 48

SP - 532

EP - 536

JO - Quantum Electronics

JF - Quantum Electronics

SN - 1063-7818

IS - 6

ER -

ID: 34946294