Synchronous Sampling and Applications to Analytic Signal Estimation

S. Pepper
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引用次数: 4

Abstract

Analysis of signals in Hilbert space is used for narrowband communications signals in both linear and exponential modulation formats (i.e. QAM, QPSK, FSK etc). Less well known perhaps is the use of the analytic signal in broadband, non-linear modulation analysis. Inter-symbol interference (ISI), Deterministic Jitter, phase noise, and AM-PM conversion are examples of non-linear system impairments whose measurement and analysis are simplified using analytic signal techniques in Hilbert space. Synchronous sampling allows for direct demodulation and extraction of baseband In-phase and Quadrature channels. Its application to measurement of both random and deterministic jitter, phase noise, and AM-PM effects is discussed, as well as calibration methods and other accuracy enhancement techniques. Synchronous sampling is contrasted to conventional waveform recorder timebases: real-time sampling, random equivalent-time sampling, and triggered sweep. Synchronous Sampling uses a phase locked timebase with delay control and carrier extraction to provide a rotating reference frame in Hilbert space, from which the signals are analyzed in three dimensions: I and Q vs. Time or Modulation Frequency.
同步采样及其在分析信号估计中的应用
希尔伯特空间中的信号分析用于线性和指数调制格式(即QAM, QPSK, FSK等)的窄带通信信号。不太为人所知的可能是分析信号在宽带、非线性调制分析中的应用。符号间干扰(ISI),确定性抖动,相位噪声和AM-PM转换是非线性系统损伤的例子,其测量和分析使用希尔伯特空间中的分析信号技术进行了简化。同步采样允许直接解调和提取基带同相和正交信道。讨论了它在随机和确定性抖动、相位噪声和AM-PM效应测量中的应用,以及校准方法和其他精度增强技术。同步采样与传统的波形记录仪时间基相比:实时采样、随机等效时间采样和触发扫描。同步采样使用具有延迟控制和载波提取的锁相时基在希尔伯特空间中提供旋转参考框架,从该参考框架中分析信号的三个维度:I和Q与时间或调制频率。
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