# Bremsstrahlung radiation from slow electrons in a Coulomb field: Classical limit and quantum correction

## Related Articles

- Absorption of Electromagnetic Energy by Slow Electrons under Scattering from Coulomb Centers. Krainov, V. P. // Journal of Experimental & Theoretical Physics;Jun2001, Vol. 92 Issue 6, p960
Simple analytical expressions are obtained for the rate of the inverse stimulated bremsstrahlung absorption under electron scattering from a Coulomb center with charge Z in the presence of the electromagnetic field. The initial and final values of electron energy are assumed to be small compared...

- Coulomb correction effects on bremsstrahlung spectra from non-Maxwellian plasmas. Jung, Young-Dae // Applied Physics Letters;10/8/2001, Vol. 79 Issue 15, p2330
Coulomb correction effects are investigated on electronâ€“ion bremsstrahlung emission from a non-Maxwellian velocity distribution plasma of the form exp[-(Î½/Î½[sub m])[sup m]] where Î½[sub m][sup 2]=(3k[sub B]T[sub e]/M[sub e])Î“(3/m)/Î“(5/m) and 2â‰¤mâ‰¤5. The...

- Dynamic plasma screening effects on electron-ion Coulomb bremsstrahlung in the Lorentzian... Jung-Sik Yoon; Young-Dae Jung // Physics of Plasmas;May99, Vol. 6 Issue 5, p1627
Investigates dynamic plasma screening effects on classical bremsstrahlung electron-ion Coulomb scattering in a generalization Lorentzian (kappa) velocity distribution plasma. Introduction of the plasma dielectric function to obtain the electron-ion interaction potential; Application of a...

- Photon emission from bare quark stars. Zakharov, B. // Journal of Experimental & Theoretical Physics;Jan2011, Vol. 112 Issue 1, p63
We investigate the photon emission from the electrosphere of a quark star. We show that at temperatures T â‰ˆ 0.1-1 MeV, the dominating mechanism is the bremsstrahlung due to bending of electron trajectories in the mean Coulomb field of the electrosphere. The radiated energy for this...

- Nonohmic Coulomb Drag in the Ballistic Electron Transport Regime. Gurevich, V. L.; Muradov, M. I. // JETP Letters;2/10/2000, Vol. 71 Issue 3, p111
We developed the theory of Coulomb drag current induced in a one-dimensional nanowire by the ballistic nonohmic current in a nearby parallel nanowire under the ballistic transport regime. As in the ohmic case, we predict sharp oscillations of the drag current as a function of gate voltage or...

- Asymmetry in negative differential resistance driven by electronâ€“electron interactions in two-site molecular devices. Han, J. E.; Crespi, Vincent H. // Applied Physics Letters;10/22/2001, Vol. 79 Issue 17, p2829
We demonstrate that Coulomb interactions within the Hartreeâ€“Fock approximation can induce a strong asymmetry in the negative differential resistance of a two-site resonant molecular device. This sharp cutoff at high voltage is generic and independent of the detailed single-particle...

- The generalized Bethe logarithm for tightly bound electrons. Goıdenko, I. A.; Labzovskiı, L. N. // Journal of Experimental & Theoretical Physics;Oct97, Vol. 85 Issue 4, p650
We derive a closed relativistic expression that makes it possible to calculate the self-energy of multiply charged ions in an external Coulomb field without resorting to a series expansion in powers of Î±Z. The expression contains the generalized Bethe logarithm for tightly bound electrons. We...

- Modification of electron transport due to dynamic screening of the Coulomb interaction. Zheng, Jian; Yu, C. X. // Physics of Plasmas;Dec2000, Vol. 7 Issue 12
Dynamic screening of the Coulomb interaction is included to calculate electron transport coefficient (electron thermal conductivity) in the fluid limit for an unmagnetized plasma. Calculated results show that the dynamic screening effect can reduce electron thermal conductivity and may be...

- Simple model potential and model wave functions for (Na, K, Rb, Cs)â€“H molecules. Patil, S. H.; Tang, K. T. // Journal of Chemical Physics;3/15/2003, Vol. 118 Issue 11, p4905
A simple model potential is used to describe the interaction of a valence electron with the alkali core, which has the correct asymptotic form with the Coulomb and dipolar polarizability terms, and an effective hard-core radius adjusted to give the correct energy for the valence electron. Based...