On the possibility of superconductive transition in a strong magnetic field

The possible existence of triplet superconductive transition in metals in a strong magnetic field is shown. In such system in the sufficiently strong magnetic field there are no currents, which can destroy the superconductivity.     

The temperature of dielectric transition in a strong magnetic field

The temperature of dielectric transition of electronic system in a strong magnetic field is obtained.     

Delocalization transition of two-dimensional disordered systems in a strong magnetic field

The delocalization transition in two-dimensional systems and a strong magnetic field is investigated with respect to its dependence on the Landau band indexj and on the type of disorder. The generation of random potentials according to a given correlation functionf and for a chosen correlation lengthd is described. The spectral properties of random eigenvalue sequences are examined as measures for the extension of wavefunctions and indicate a nonuniversal delocalization behaviour in higher Landau bands for short ranged correlated potentials. The critical exponents of the localization length of wavefunctions are determined for rapidly varying potentials in the second lowest Landau band (j=1) and depend on the correlation lengthd of the disorder. This different critical behaviour compared to that in the lowest band is confirmed by calculations for the density-density correlations of wavefunctions at the centers of the Landau levels. Calculations in different geometries also show that the critical systems of delocalized states are conformal invariant in the case of the nonuniversal delocalization transition (dl ₀), whereas such local rescaling properties cannot be expected for slowly varying potentials.     

Stabilization of an atom in a strong high-frequency field

The dynamics of a classical model two-electron atom in a strong high-frequency electromagnetic field is investigated by numerical integration. It is found that, with an increase in the field intensity, the system demonstrates enhanced stability with respect to ionization. It is shown that stabilization arises due to the formation of a new object—a Kramers-Henneberger atom.     

Stabilization of an atom in a strong laser field

A quasiresonant laser field initiates the decay of an initially occupied atomic level into the continuum. If the amplitude of the external field is sufficiently high, other atomic levels, not meeting the condition for exact resonance, begin to participate in the atomic dynamics. This phenomenon leads to the stabilization of the atom. Zh. éksp. Teor. Fiz. 115, 1236–1242 (April 1999)     

Landau levels line widths in potential scattering in the presence of a strong magnetic field

Summary The FBA scattering cross-section in the presence of a strong magnetic field diverges at the Landau thresholds. Such divergences are eliminated by the introduction of a modified density of states, accounting for the finite Landau states lifetime of the electrons in a magnetized plasma.     

Fluorescence line narrowing in GGG:Mn4+ in a strong magnetic field

Published in Zhurnal Prikladnoi Spektroskopii, Vol. 62, No. 5, pp. 181–188, September–October, 1995.     

Contribution to the theory of a ubitron with an “Infinitely” strong magnetic field

Institute of Applied Physics, Academy of Sciences of the USSR. Translated from Izvestiya Vysshikh Uchebnykh Zavedenii, Radiofizika, Vol., 32, No. 7, pp. 880–884, July, 1989.     

Single-photon double ionization of an atom in a strong radiation field

Double ionization is studied by direct numerical integration of the time-dependent Schrödinger equation for a model two-electron system in the field of an electromagnetic wave in the case when the photon energy exceeds the energy required for the removal of both electrons of the atom. The probabilities of single-electron and double ionization are obtained as functions of the radiation intensity. The energy spectra and double pulse distributions of photoelectrons are analyzed. It is shown that single-photon ionization plays a significant role only in the limiting cases of weak and strong fields. The obtained results are used in an analysis of the contributions from different channels to the double-ionization process (in particular, for clarifying the role of the electron-electron interaction). The results of numerical calculations are compared with the analytic model of the phenomenon.     

Perturbative approach to the hydrogen atom in a strong magnetic field

We consider states of the hydrogen atom with the principal quantum number n≤3 and zero magnetic quantum number in a constant homogeneous magnetic field ?. The perturbation theory series is summed using the Borel transformation and conformal mapping of the Borel variable. Convergence of the approximate energy eigenvalues and their agreement with the corresponding existing results are observed for external fields up to n³?/?₀～5, where ?₀ is the atomic magnetic field. The possibility of restoring the asymptotic behavior of energy levels using perturbation theory coefficients is also discussed.     

Generalized amplitude of an n-vertex one-loop process in a strong magnetic field

Physics of Atomic Nuclei - A general analysis of the amplitude for an n-vertex one-loop process in a strong magnetic field is performed by using the asymptotic form of the electron propagator in a...     

On the possibility of the optic phonons flux amplification in wide-band semiconductors by strong constant electric field

A new noncherenkovian mechanism is suggested for the optic phonons flux amplification in semiconductors under a strong constant electric field associated with the field effect on the acts of electron-phonon interactions.     

Bragg polaritons: strong coupling and amplification in an unfolded microcavity

Periodic incorporation of quantum wells inside a one-dimensional Bragg structure is shown to enhance coherent coupling of excitons to the electromagnetic Bloch waves. We demonstrate strong coupling of quantum well excitons to photonic crystal Bragg modes at the edge of the photonic band gap, which gives rise to mixed Bragg polariton eigenstates. The resulting Bragg polariton branches are in good agreement with the theory and allow demonstration of Bragg polariton parametric amplification.