Vacuum electron acceleration by an intense laser

Wang, P. X.; Ho, Y. K.; Yuan, Xiao; Kong, Q.; Cao, N.; Sessler, A.M.; Esarey, E.; Nishida, Yasushi

doi:10.1063/1.1359486

Cited by 119 publications

(56 citation statements)

References 25 publications

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“…Some of these results have been recently and breifly presented in Ref. [15], and in this paper these results, as well as additional aspects of CAS, are studied in detail. This study has significance in determining parameters for experimentally testing laser-driven electron acceleration in vacuum.…”

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confidence: 99%

Characteristics of laser-driven electron acceleration in vacuum

Wang

Yuan

et al. 2002

Journal of Applied Physics

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The interaction of free electrons with intense laser beams in vacuum is studied using a 3D test particle simulation model that solves the relativistic Newton-Lorentz equations of motion in analytically specified laser fields. Recently, a group of solutions was found for very intense laser fields that show interesting and unusual characteristics. In particular, it was found that an electron can be captured within the high-intensity laser region, rather than expelled from it, and the captured electron can be accelerated to GeV energies with acceleration gradients on the order of tens of GeV/cm. This phenomenon is termed the capture and acceleration scenario (CAS) and is studied in detail in this paper. The maximum net energy exchange by the CAS mechanism is found to be approximately proportional to

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confidence: 99%

Characteristics of laser-driven electron acceleration in vacuum

Wang

Yuan

et al. 2002

Journal of Applied Physics

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“…The concept was theoretically suggested [7,15]. Via intense laser -solid ultra-thin foil interaction, we study the spectral distribution of the fast electrons that are accelerated in the laser propagation direction.…”

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Amplification of Relativistic Electron Bunches by Acceleration in Laser Fields

et al. 2017

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“…Note that the phase velocity does not behave as a vector, so does not obey the resolution rules of vectors. The phase velocity along a direction J, and hence its resolution, can be calculated [2, 6,13] …”

Section: Deducing the Relation Formulamentioning

confidence: 99%

“…Furthermore, phase velocity and group velocity are particularly important concepts in many applications [4][5][6][7]. The statistical interpretation of wave functions is a core concept in quantum mechanics [8,9].…”

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Relating the probability distribution of a de Broglie wave to its phase velocity

Wang

Yu-Kun

et al. 2012

Chin. Sci. Bull.

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We show that the phase velocity in a stationary state of a de Broglie wave can be directly obtained from the probability distribution, i.e. the quantum trajectories, without detailed knowledge of the phase term itself. In other words, the amplitude of a de Broglie wave function describes not only the probability distribution but also the phase velocity distribution. Using this relationship, we comment on two calculations of the Goos-Hänchen shift in de Broglie waves. phase velocity, de Broglie wave, Goos-Hänchen shift Citation:Wang P X, Wang J X, Huo Y K, et al. Relating the probability distribution of a de Broglie wave to its phase velocity.

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Vacuum electron acceleration by an intense laser

Cited by 119 publications

References 25 publications

Characteristics of laser-driven electron acceleration in vacuum

Characteristics of laser-driven electron acceleration in vacuum

Amplification of Relativistic Electron Bunches by Acceleration in Laser Fields

Relating the probability distribution of a de Broglie wave to its phase velocity

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