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S. Schelkunoff (1943)
A mathematical theory of linear arraysBell System Technical Journal, 22
C. Dolph (1946)
A Current Distribution for Broadside Arrays Which Optimizes the Relationship between Beam Width and Side-Lobe LevelProceedings of the IRE, 34
I. Wolff (1937)
Determination of the Radiating System Which Will Produce a Specified Directional CharacteristicProceedings of the Institute of Radio Engineers, 25
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Special Functions of Mathematical PhysicsThe Mathematical Gazette, 36
H. Unz (1960)
Linear Arrays with arbitrarily distributed elementsIEEE Transactions on Antennas and Propagation, 8
P. Morse, H. Feshbach (1955)
Methods of theoretical physics
H. Unz (1958)
Determination of a current distribution over a cone surface which will produce a prescribed radiation patternIEEE Transactions on Antennas and Propagation, 6
SummaryA matrix relationship is found between the coefficients of the expansion of the far-zone radiation patterns and the coefficients of the expansion of the corresponding current distribution over the prolate spheroid. In particular cases, the matrix becomes diagonal, giving a one-to-one correspondence between the coefficients. The same formulation may be applied in the limiting case for the corresponding problems in a sphere.
Applied Scientific Research, Section B – Springer Journals
Published: Oct 1, 1965
Keywords: Current Distribution; Prolate; Radiation Pattern; Matrix Relationship; Prolate Spheroid
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