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Previously derived asymptotics for difiraction by strongly elongated body is generalized to the case of nonaxial incidence. By applying \parabolic" equation method the asymptotics of the fleld in the boundary layer near the surface is constructed. This asymptotics takes into account the rate of elongation of the body and is applicable both to not too much elongated objects, where it reduces to Fock formulae, and to very elongated bodies.

THE CURRENTS INDUCED BY A HIGH-FREQUENCY WAVE INCIDENT AT A SMALL ANGLE TO THE AXIS OF STRONGLY ELONGATED SPHEROID