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MVDR adaptive sidelobes: extending Ruze's formula and providing an exact calculation of the probability of sidelobe suppression

机译:MVDR自适应侧链:扩展鲁泽的配方并提供精确的侧链抑制概率计算

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Exact finite sum expressions for the probability density function (PDF) and cumulative distribution function (CDF) for the magnitude response of the SCB MVDR beamformer are derived. Exact expressions for the mean and variance of this beam pattern are given which generalize and extend the classical results of Ruze (1952) as well as those of Gilbert and Morgan (1955) to this MVDR processor. These tools allow the exact prediction of the likelihood of interference in a given direction obtaining a specified level of sidelobe or mainlobe suppression by the adaptive beamformer. Sample support and degrees of freedom can be chosen to meet specifications with a certain level of probability. These useful calculations are facilitated by judicious exploitation of Sehlafli's contour integral representation for the modified Bessel function.
机译:导出用于SCB MVDR波束形成器的概率密度函数(PDF)和累积分布函数(CDF)的确切有限总和表达式。给出了该光束图案的平均值和方差的精确表达,其概括并扩展了鲁伯特和摩根(1955)的经典结果,以及该MVDR处理器的吉尔伯特和摩根(1955)。这些工具允许精确地预测给定方向中的干扰的可能性,获得自适应波束器的指定级别的Sidelobe或MainLobe抑制。可以选择样品支撑和自由度,以满足具有一定程度的概率的规格。通过对修改的贝塞尔函数的SEHLAFLI的轮廓整体表示的明智开发,促进了这些有用的计算。

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