Heavy ion collisions U 92+ -U 91+ (1s) at a 6 MeV incident particle energy per nucleon are considered. The wave function of the electron was determined by solving the Dirac time dependent equation in a central field, which is the sum of the potential of the target nucleus and the potential of the incident nucleus taken in the monopole approximation. The Dirac equation was solved using the basis set of Hermitian B splines. The probabilities of remaining in the 1s target state were calculated as functions of the impact parameter.
ABSTRACT:A numerical method for calculation time-dependent process in collision of H ϩ and H(1s) is introduced. The method utilizes the finite basis set of hermitian Bsplines for calculation of localized and nonlocalized states in 1D model. The space resonance effect of electron density polarization oscillations during the propagation of projectile is considered. The charge transfer dependence on the oscillation phase of polarization is presented.
This paper addresses the issue regarding dead zones in interferometric closed loop fiber optic gyros (FOGs). The causes of dead zones and their suppression methods are analyzed. Test methods for dead zone detection and measurement are discussed. Dead zone values are presented for FOGs produced by var ious companies-both Russian (Optolink, Perm Research and Production Instrument Company, and Elek tropribor) and foreign (Honeywell and IXSEA).
ABSTRACT:A two-dimensional (2D) model for calculation of a time-dependent process at a collision of the H ϩ and H in the ground state with various impact parameters is introduced. A numerical method uses the finite basis set of Hermitian Bsplines. The 1D analogy of space resonance effect of electron density polarization oscillations during propagation of a projectile is considered. The charge transfer dependence on the oscillation phase of polarization is presented.
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