Evaluation of Convolution Integrals Occurring in the Theory of Mixed Path Propagation (Classic Reprint) - Hardcover

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Excerpt from Evaluation of Convolution Integrals Occurring in the Theory of Mixed Path Propagation

The theory of propagation of electromagnetic waves around a sphere treats the smooth homogeneous case, i. E. The case in which the surface impedance of the sphere is uninterrupted by an abrupt change in conductivity such as a land/sea boundary. It is known, however, that such a theory can be extended to treat inhomogeneous, irregular terrain by formulating certain convolution integrals which utilize the smooth homogeneous formulas. The evaluation of these integrals can be accomplished with dispatch on a large-scale electronic computer with the aid of numerical analysis techniques.

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