2003
DOI: 10.1103/physreva.68.067401
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Comment on “Mott scattering in strong laser fields”

Abstract: The first differential cross section for Mott scattering of a Dirac-Volkov electron is reviewed. The expression (26) derived by Szymanowski et al. [Physical Review A 56, 3846,(1997)] is corrected. In particular, we disagree with the expression of

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Cited by 25 publications
(23 citation statements)
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“…It can easily be checked that for the case of a linear polarization of the laser field (η = 0), the phase φ 0 = 0 and the results of S.M. Li et al [1] are straightforward to obtain whereas for the circular polarization (η = π/2), we find the results previously found by Y. Attaourti et al [2]. Eq.…”
Section: Differential Cross Sectionsupporting
confidence: 84%
See 1 more Smart Citation
“…It can easily be checked that for the case of a linear polarization of the laser field (η = 0), the phase φ 0 = 0 and the results of S.M. Li et al [1] are straightforward to obtain whereas for the circular polarization (η = π/2), we find the results previously found by Y. Attaourti et al [2]. Eq.…”
Section: Differential Cross Sectionsupporting
confidence: 84%
“…Li et al [1] and the work of Y. Attaourti et al [2]. We hope this contribution will be useful to all researchers working in this field and will bring an end to the controversy raised by the expression found by C. Szymanowski et al [3] for the case of a circular polarization of the laser field.…”
Section: Introductionmentioning
confidence: 74%
“…The kinematics of the process is that given in [9] and we maintain the same choice for the laser angular frequency, that is w = 0.043 which corresponds to a near-infrared neodymium laser.…”
Section: Differential Cross Section Without Laser Fieldmentioning
confidence: 99%
“…Based on the theory of Refs. [11,12], Szymanowski et al [13,14] investigated the spin effect in the relativistic potential scattering in the presence of a circularly polarized field, however, as they stated, the resulting expression for circularly polarized field turned out to be more tractable than for the general case of elliptical or linear polarizations, and then Li et al for the case of linearly polarized field [15] and Attaourti et al for the cases of circularly and elliptically polarized fields [16]. Manaut et al investigated the case of polarized electrons [17].…”
mentioning
confidence: 99%