Noise-Type Radars With Gaussian Statistics: SNR and the Correlation Coefficient

David Luong;Ian W. K. Lam;Sreeraman Rajan
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Abstract

Noise radars have the same mathematical description as a type of quantum radar known as quantum two-mode squeezing radar (QTMS radar). Although their physical implementations are very different, this mathematical similarity allows us to analyze them collectively, for which reason we call them noise-type radars. The target detection performance of noise-type radars depend crucially on a parameter called the “correlation coefficient.” In this article, we show that the correlation coefficient reduces to the signal-to-noise ratio (SNR) in certain limiting cases when the SNR is appropriately defined. This allows us to translate between the correlation coefficient, which is the more fundamental parameter in the theory of noise-type radars, and the SNR, which is more familiar to engineers. To illustrate the ideas in this article, we present experimental results from a laboratory-based noise radar.
高斯统计噪声型雷达:信噪比和相关系数
噪声雷达具有与量子雷达(量子双模压缩雷达(QTMS雷达))相同的数学描述。尽管它们的物理实现非常不同,但这种数学上的相似性使我们能够对它们进行整体分析,因此我们称它们为噪声型雷达。噪声型雷达的目标探测性能主要取决于一个被称为“相关系数”的参数。在本文中,我们表明,当适当定义信噪比时,相关系数在某些极限情况下降低到信噪比(SNR)。这使我们能够在相关系数和信噪比之间进行转换,相关系数是噪声型雷达理论中更基本的参数,而信噪比则是工程师更熟悉的参数。为了说明本文的观点,我们给出了一个基于实验室的噪声雷达的实验结果。
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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