1979
DOI: 10.1029/rs014i006p00979
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Scan independent phased arrays

Abstract: This paper discusses a derivation of the scan impedance for a phased array consisting of arbitrarily oriented planar elements with arbitrary current distribution located in a general stratified media. It is shown that the scan impedance will remain scan independent if and only if the product of the element power pattern and the transformation function for the stratified dielectric media varies as the cosine to the scan angle. An entire class of scan independent phased arrays is def'med in this fashion. As simp… Show more

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Cited by 36 publications
(19 citation statements)
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“…It can readily be seen from (24a) to (24c) and (26a) to (26c) that the argument of the summation with respect to n associated with the input impedance Zin becomes then a function of (2n+1) 2 . If it is assumed that G is a function of (2n+1) 2 , then it can be shown easily that…”
Section: B Probe At the Center Of The Broad Face Of A Rectangular Wamentioning
confidence: 99%
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“…It can readily be seen from (24a) to (24c) and (26a) to (26c) that the argument of the summation with respect to n associated with the input impedance Zin becomes then a function of (2n+1) 2 . If it is assumed that G is a function of (2n+1) 2 , then it can be shown easily that…”
Section: B Probe At the Center Of The Broad Face Of A Rectangular Wamentioning
confidence: 99%
“…This can le done, in principle, by solving an integral equation, which involves a tedious task of numerical computations. In order to alleviate this difficulty, it has become common to assume a sinusoidal current distribution along a current element [2]- [7]. This, one of the simplifying assumptions used here, is Manuacipt approved May 27, 1986.…”
Section: Input Impedance Of An Infinite Linear Scknned Array Of Flat mentioning
confidence: 99%
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“…To determine the transmission through this structure, the procedure is similar to that of an earlier report (7]. This consists of the following three parts:…”
mentioning
confidence: 99%