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Diffraction by surfaces of variable curvature

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2 Author(s)
Franz, W. ; University of Münster, Hamburg, Germany ; Klante, K.

To investigate the influence of variable curvature on the damping of diffracted waves (creeping waves) the integral equation method has been applied to an arbitrary convex cylinder. In addition to the well-known damping factor, depending on the radius of curvatureR, a first-order correction term yields an amplitude factorR^{1/6}while the second-order correction term results in a change in damping depending on the curvature and its first and second derivatives.

Published in:
Antennas and Propagation, IRE Transactions on  (Volume:7 ,  Issue: 5 )

Date of Publication: December 1959

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