Dynamical effects in the integrated X-ray scattering intensity from imperfect crystals in Bragg diffraction geometry. II. Dynamical theory.

The analytical expressions for coherent and diffuse components of the integrated reflection coefficient are considered in the case of Bragg diffraction geometry for single crystals containing randomly distributed microdefects. These expressions are analyzed numerically for the cases when the instrumental integration of the diffracted X-ray intensity is performed on one, two or three dimensions in the reciprocal-lattice space. The influence of dynamical effects, i.

Dynamical effects in the integrated X-ray scattering intensity from imperfect crystals in Bragg diffraction geometry. I. Semi-dynamical model.

The analytical expressions for the coherent and diffuse components of the integrated reflection coefficient are considered in the case of asymmetric Bragg diffraction geometry for a single crystal of arbitrary thickness, which contains randomly distributed Coulomb-type defects. The possibility to choose the combinations of diffraction conditions optimal for characterizing defects of several types by accounting for dynamical effects in the integrated coherent and diffuse scattering intensities, i.e.

[Influenza C: the immunological aspects of the problem].

The use of the complex of methods for the characterization of cell-mediated and humoral immunity to influenza C virus has made it possible to establish that with the increase of the age of children and, simultaneously, with the increase of the number of persons found to be seropositive to influenza C the asymptomatic forms of this infection occur more frequently. Practically all examined adults selected by random choice have proved to be immune to this infective agent. The results of this investigation indicate that influenza C virus constantly circulates among the population.