Enhanced dynamically assisted pair production in spatial inhomogeneous electric fields with the frequency chirping
arXiv:2104.08828 · doi:10.1103/PhysRevD.104.036015
Abstract
Chirped dynamically assisted pair production in spatial inhomogeneous electric fields is studied by the Dirac-Heisenberg-Wigner formalism. The effects of the chirp parameter on the reduced momentum spectrum, the reduced total yield of the created pairs for either low or high frequency one-color field and two-color dynamically assisted combinational fields are investigated in detail. Also, the enhancement factor is obtained in the later two-color field case. It is found that for the low frequency field, no matter whether it is accompanied by the other high frequency field, its chirping has a little effect on the pair production. For the one-color high frequency field or/and two-color fields, the momentum spectrum exhibits incomplete interference and the interference effect becomes more and more remarkable as chirp increases. We also find that in the chirped dynamically assisted field, the reduced total yield is enhanced significantly when the chirps are acting on the two fields, compared with that the chirp is acting only for the low frequency strong field. Specifically, by the chirping, it is found the reduced pair number is increased by more than one order of magnitude in the field with a relative narrow spatial scale, while it is enhanced at least two times in other case of field with larger spatial scales or even in the quasi-homogeneous region. We also obtain some optimal chirp parameters and spatial scales for the total yield and enhancement factor in different scenarios of the studied external field. These results may provide a theoretical basis for possible experiments in the future.
arXiv comment30 pages, 16 figures, 1 Table
References in corpus (26)
- Extremely high-intensity laser interactions with fundamental quantum systems
- Dynamically assisted Schwinger mechanism
- Pair Production from Vacuum at the Focus of an X-Ray Free Electron Laser
- Worldline Instantons II: The Fluctuation Prefactor
- New Strong-Field QED Effects at ELI: Nonperturbative Vacuum Pair Production
- Pair Creation and an X-ray Free Electron Laser
- Momentum signatures for Schwinger pair production in short laser pulses with a sub-cycle structure
- The Stokes Phenomenon and Schwinger Vacuum Pair Production in Time-Dependent Laser Pulses
- Schwinger mechanism revisited
- Interference Effects in Schwinger Vacuum Pair Production for Time-Dependent Laser Pulses
- Pair production in inhomogeneous fields
- Particle self-bunching in the Schwinger effect in spacetime-dependent electric fields
- Momentum Spectra for Dynamically Assisted Schwinger Pair Production
- The Heisenberg-Euler Effective Action: 75 years on
- Quantum Vacuum Experiments Using High Intensity Lasers
- Exploring high-intensity QED at ELI
- Schwinger Vacuum Pair Production in Chirped Laser Pulses
- Dynamically assisted Sauter-Schwinger effect in inhomogeneous electric fields
- On the effect of time-dependent inhomogeneous magnetic fields on the particle momentum spectrum in electron-positron pair production
- Pair production in differently polarized electric fields with frequency chirps
- Ponderomotive effects in multiphoton pair production
- Effects of finite spatial extent on Schwinger pair production
- Electron-positron pair production in frequency modulated laser fields
- Diffraction at a time grating in electron-positron pair creation from vacuum
- Chirp effects on pair production in oscillating electric fields with spatial inhomogeneity
- Electron-positron pair production in an oscillating Sauter potential
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- Effect of super-Gaussian pulse shape on pair production in chirped electric field with spatial inhomogeneity