Abstract
The average reflected field and the second moment of the scattered field of the main polarization are found and analyzed in the approximation of a small jump of the dielectric constant when a horizontally polarized wave is reflected by a two-layer medium with a rough upper boundary. It is shown that the oscillations due to frequency changes predicted by perturbation theory do not exist when the scattering parameter is large. Sounding at close angles of incidence and scattering is the most efficient method of layer thickness determination by the scattered radiation.
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