Noise Reduction for Digital Communications—The Masterpiece, a Modified Costas Loop

Janos Ladvanszky
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引用次数: 1

Abstract

An efficient way of noise reduction has been presented: A modified Costas loop called as Masterpiece. The basic version of the Costas loop has been developed for SSB SC demodulation, but the same circuit can be applied for QAM (quadrature amplitude modulation) demodulation as well. Noise sensitivity of the basic version has been decreased. One trick is the transformation of the real channel input into complex signal, the other one is the application of our folding algorithm. The result is that the Masterpiece provides a 4QAM symbol error rate (SER) of 6 × 10−4 for input signal to noise ratio (SNR) of −1 dB. In this paper, an improved version of the original Masterpiece is introduced. The complex channel input signal is normalized, and rotational average is applied. The 4QAM result is SER of 3 × 10−4 for SNR of −1 dB. At SNR of 0 dB, the improved version produces 100 times better SER than that the original Costas loop does. In our times, this topic has a special importance because by application of our Masterpiece, all dangerous field strengths from 5G and WiFi, could be decreased by orders of magnitude. The Masterpiece can break the Shannon formula.
数字通信降噪——改进的科斯塔斯环路的杰作
提出了一种有效的降噪方法:一种改进的科斯塔斯环路,称为杰作。科斯塔斯环路的基本版本已经开发用于SSB SC解调,但同样的电路也可以应用于QAM(正交调幅)解调。基本版的噪音敏感度已经降低。一个技巧是将实信道输入转换成复信号,另一个技巧是我们的折叠算法的应用。结果是杰作提供了6 × 10−4的4QAM符号误码率(SER),输入信噪比(SNR)为−1 dB。在本文中,介绍了一个改进版本的原始杰作。对复通道输入信号进行归一化处理,并应用旋转平均。4QAM的结果是在信噪比为- 1 dB时,SER为3 × 10−4。在信噪比为0 dB的情况下,改进的版本产生的SER是原始Costas环路的100倍。在我们这个时代,这个话题具有特殊的重要性,因为通过应用我们的杰作,5G和WiFi的所有危险场强都可以降低几个数量级。杰作可以打破香农公式。
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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