College Park, Md.
American Institute of Physics (AIP)
Journal of Mathematical Physics
26 (1985), S. 854-860
AIP Digital Archive
A uniform asymptotic expansion in the variable, determining the location of the observer for the fields scattered by a perfectly conducting parabolic cylinder, is derived. This expansion can be applied to scattering by arbitrary smooth convex surfaces of variable curvature. The accuracy of numerical results is examined.
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