Weight functions based on the convolutions of atomic functions

Y. Konovalov, V. Kravchenko
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Abstract

In the report new weight functions with low side-lobe level, based on convolutions of atomic functions are presented. There are effective algorithms for their computation. To increase coherent gain the window is truncated with an additional one. This approach allows us to obtain windows with good properties. The degree of cut of the function determines the relation between side-lobes and coherent gain. Usually the best windows are obtained with the cut near the effective support of function.
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基于原子函数的卷积的权重函数
本文提出了一种新的基于原子函数卷积的低旁瓣电平权函数。对于它们的计算有有效的算法。为了增加相干增益,用一个额外的窗口截断。这种方法允许我们获得具有良好属性的窗口。函数的切割程度决定了旁瓣与相干增益的关系。通常最佳的窗口是在功能的有效支持附近的切口。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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