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An overview of applications of the aperture orthogonal polynomials method in the development of antenna systems

机译:孔径正交多项式方法在天线系统开发中的应用概述

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摘要

The aperture orthogonal polynomials (AOPs) method, a new technique for phase control of antenna systems, is reviewed; and several problems solved with this method are considered. It is demonstrated that phase control algorithms that ensure the beam orientation of linear and planar phased arrays (PAs) with various geometrical parameters in the prescribed directions and simultaneous beam nulling in the directions of jamming signals are more accurate in comparison with traditional phase control algorithms. The criterion is obtained that provides for suppression of broadband jamming signals by forming the sector-shaped nulls of linear and planar PAs beams. Algorithms for determining the laws of optimal elements arrangement in non-uniformly spaced PAs, thus securing against parasitic side lobes of high intensity in wide-angle scan and for an extended (up to 2-3 octaves) frequency band, arc considered.
机译:综述了孔径正交多项式(AOPs)方法,一种用于天线系统相位控制的新技术。并考虑了用此方法解决的几个问题。结果表明,与传统的相位控制算法相比,确保具有各种几何参数的线性和平面相控阵(PA)的光束方向在规定方向上以及同时在干扰信号方向上使光束归零的相位控制算法更加准确。获得了通过形成线性和平面PA波束的扇形零点来抑制宽带干扰信号的标准。确定了在非均匀间隔的PA中确定最佳元素排列定律的算法,从而确保了在广角扫描和扩展的(高达2-3个八度音阶)频带中都能抵御高强度的寄生旁瓣。

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