PubMed Health⌕ Search

Biomedical subjects

Gennady Shkerdin

Publications and source records attributed to Gennady Shkerdin.

2 recordsLinked to original sources

Nonlinear and bistable reflection minima at lambda = 10.6 microm in an attenuated total reflection configuration with a highly doped n-GaAs film.

n-GaAs can be so highly doped that its plasma frequency is larger than the associated frequency of a CO2 laser emission line, leading to a negative real part of the dielectric permittivity. We studied linear and nonlinear reflection properties of structures composed of such thin highly doped n-GaAs film in an attenuated total reflection (ATR) configuration. We show that deep reflection minima coincide with the excitation of Brewster-type modes of the multilayer structure. These minima feature strong nonlinear and bistable behavior and are sensitive to geometrical and material parameters. The proposed ATR configuration can be used to determine doping concentrations with an accuracy of better than 1 partper thousand and different deformation potentials of the higher-conduction bands in n-GaAs.

Journal Article↗

Interaction of a bounded ultrasonic beam with a thin inclusion inside a plate.

A theoretical study of the reflection of a two-dimensional Gaussian ultrasonic beam, incident at a Lamb angle of a plate containing a thin rectangular inclusion at an arbitrary position, is presented on the basis radiation mode theory. The inclusion is parallel to the plate surface and its thickness is assumed to be much smaller than the ultrasonic wavelength. It is shown that the amplitude and phase of the reflected beam profile can be used for accurate inclusion characterization. However, this only holds for certain internal positions of the inclusion and for material combinations that do not strongly perturb the excitation of Lamb waves in the plate. When these conditions are satisfied, it is possible to define the Lamb waves and the associated experimental conditions for which good estimates can be obtained of the position of the beginning point of the inclusion as well as of the length and the thickness of the inclusion.

Acoustics↗