2014
DOI: 10.1103/physreva.90.022102
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Electron-beam dynamics in a strong laser field including quantum radiation reaction

Abstract: The evolution of an electron beam colliding head-on with a strong plane-wave field is investigated in the framework of strong-field QED including radiation-reaction effects due to photon emission.Employing a kinetic approach to describe the electron and the photon distribution it is shown that at a given total laser fluence the final electron distribution depends on the shape of the laser envelope and on the pulse duration, in contrast to the classical predictions of radiation reaction based on the Landau-Lifs… Show more

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Cited by 30 publications
(28 citation statements)
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“…The contraction/expansion of phase space is contained in the function Using equations (27) we can express ϑ ϕ u ( )in equation (26) in terms of the independent variable ϕ u , This latter result is in agreement with observations made by Neitz and Di Piazza [24], and we see that the longitudinal distribution is only sensitive to the properties of the laser pulse through the function  ϕ ( ). After the pulse has passed,  becomes constant and is proportional to the fluence of the pulse.…”
Section: Particle Distribution and Phase Space Contractionsupporting
confidence: 89%
See 1 more Smart Citation
“…The contraction/expansion of phase space is contained in the function Using equations (27) we can express ϑ ϕ u ( )in equation (26) in terms of the independent variable ϕ u , This latter result is in agreement with observations made by Neitz and Di Piazza [24], and we see that the longitudinal distribution is only sensitive to the properties of the laser pulse through the function  ϕ ( ). After the pulse has passed,  becomes constant and is proportional to the fluence of the pulse.…”
Section: Particle Distribution and Phase Space Contractionsupporting
confidence: 89%
“…Agreement between this analytical solution and numerical results obtained using the approach discussed above is shown below to be excellent. As previously observed, classical beam cooling depends only on the total fluence of the pulse, rather than its duration or peak intensity independently [24,27]. However, for the semi-classical extension, the Vlasov equation is no longer tractable.…”
Section: Interaction Of a Particle Bunch With High-fluence Laser Pulsesmentioning
confidence: 96%
“…We introduce an analytical model based on a kinetic approach, which confirms the main characteristics of the radiating electron source that are observed in ParticleIn-Cell (PIC) simulations. This builds upon the previous studies of the RR effect on electron beams during the interactions with a laser pulse [17][18][19], by extending to a laser-plasma interaction.…”
Section: Introductionmentioning
confidence: 72%
“…The collective dynamics of a longitudinal electron beam (i.e. where only the longitudinal component of the electron beam momentum is considered) has been investigated in references [17,18], and the RR effect on the longitudinal electron distribution function deduced. RR is found to alter the beam dynamics.…”
Section: Introductionmentioning
confidence: 99%
“…Figure 1 shows the interaction of the initial Gaussian beam with pulses ranging from N = 5 to 200 cycles. Since the final-state predictions of the classical Landau-Lifshitz theory only depend on the fluence of the pulse [24], E ∝ N a 2 0 , we choose a 0 such that we maintain N a 2 0 = 9248 (corresponding to a peak intensity I = 2 × 10 21 W/cm 2 for λ = 800 nm and T = 27 fs) and the classical final-state properties all agree. This can be seen explicitly in Fig.…”
Section: Linear Polarisationmentioning
confidence: 99%