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Discrete-time method for signal and noise measurement

机译:离散时间的信号和噪声测量方法

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Signal and noise measurement, especially the measurement of signalto noise power ratio (SNR) is of fundamental importance in many areas ofelectrical engineering, such as communications, signal processing, testand measurements, circuits and systems, etc. In this paper we proposetwo algorithms for estimating the signal to noise ratio of a noisysinewave from discrete-time data obtained by sampling the input signal.One algorithm is based on the estimation of the four parameters of theunderline sinewave. The second algorithm is based on estimating theaverage noise power by averaging the squared magnitude of the FFT binsattributed to the noise. Both methods shows excellent performance.Simulation results indicate that the lour parameter method requires theinput SNR to be at least 10 dS and the input signal frequency notexceeding one third of the sampling frequency. On the other hand, thesecond approach, the spectrum average method, shows a remarkablerobustness over a very wide range of normalized frequencies (withrespect to the Nyquist frequency) and SNRs (well over 100 dB). Thisspectrum average method should prove to be very useful in a wide rangeof applications
机译:信号和噪声测量,尤其是信号的测量 噪声功率比(SNR)在 电气工程,例如通信,信号处理,测试 以及测量,电路和系统等。在本文中,我们提出 两种估计噪声的信噪比的算法 从通过采样输入信号获得的离散时间数据得到的正弦波。 一种算法是基于对算法的四个参数的估计 强调正弦波。第二种算法基于估计 通过平均FFT仓的平方幅度来平均噪声功率 归因于噪音。两种方法均显示出优异的性能。 仿真结果表明,卢尔参数法要求 输入SNR至少为10 dS,输入信号频率不超过10 dS 超过采样频率的三分之一。另一方面, 第二种方法,即频谱平均法,显示了显着的 在很宽的归一化频率范围内的鲁棒性 奈奎斯特频率)和SNR(远远超过100 dB)。这 频谱平均法应该在很大范围内被证明是非常有用的 的应用程序

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