С. М. Костромицкий, А. П. Шумский, И. Н. Давыденко
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引用次数: 0

摘要

本文通过对经典梯度干扰消除器的结构和数学模型的后续变换,得到了带预处理的梯度干扰消除器的数学模型和结构。一种新的结构使得消去器的自适应速度不依赖于输入信号相关矩阵特征值的扩散。一个中间模型分析了经典梯度干扰消除器的权值失调。该数学模型的目的是在稳定的自适应速度下对干扰器的权值失调进行后续分析。
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Структуры и математические модели автокомпенсаторов мешающих излучений градиентного типа
In the article, using subsequent transformations of the structure and mathematical model of a classic gradient jammer canceller, the mathematical model and the structure of a gradient jammer canceller with a pre-processor are obtained. A new structure provides that the adaptation speed of a canceller does not depend on the spread of the eigenvalues of the input signal correlation matrix. An intermediate model provides the analysis of weight misadjustment of the classic gradient jammer canceller. The aim of the new mathematical model is a subsequent analysis of weight misadjustment of the jammer canceller with a stable adaptation speed.
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