
Accession Number : AD0602236
Title : A PLANE WAVE EXPANSION THEOREM FOR CYLINDRICALLY RADIATED FIELDS.
Descriptive Note : Research rept.,
Corporate Author : NEW YORK UNIV N Y COURANT INST OF MATHEMATICAL SCIENCES
Personal Author(s) : Karp,S. N. ; Zitron,N. R.
Report Date : MAY 1964
Pagination or Media Count : 20
Abstract : An asymptotic expansion for twodimensional outwardly radiating fields is developed from an integral representation of these fields by means of a saddle point integration. The expansion is given in terms of inverse powers of the distance from a point in a fixed region A to a point in a circular neighborhood at a large distance from A. The coefficients are expressed in terms of plane waves and linear combinations of derivatives of plane waves with respect to angle of incidence. The theorem may be employed in scattering problems in reducing scattering of arbitary twodimensional fields by arbitrary cylinders to scattering of plane waves by the arbitrary cylinders. (Author)
Descriptors : (*ELECTROMAGNETIC RADIATION, SCATTERING), ELECTROMAGNETIC FIELDS, CYLINDRICAL BODIES, NUMERICAL INTEGRATION, SERIES(MATHEMATICS)
Distribution Statement : APPROVED FOR PUBLIC RELEASE