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Unique measurement and modeling of total phase noise in wideband receiver

机译:宽带接收机中总相位噪声的独特测量和建模

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RF receivers are common in many modern electronic systems such as wideband beamforming and radar systems. Typically a receiver consists of an analog front-end followed by a digitizer. Note that improvement of analog circuits has proven difficult, and the overall receiver performance is usually limited by the analog front-end. Therefore, achieving low-distortion reception is highly desired, especially for wideband receivers. Among all performance degradation contributors, phase noise and jitter are especially troublesome since they cause random errors which are difficult to compensate. Each individual RF device contributes to phase noise, while the analog to digital converter (ADC) tends to effect time jitter. To quantify the system performance, it is desired to know the accumulated effect of individual phase noise sources and jitter. Under linear channel assumption, the total effect of all phase noise and jitter contributions along a channel can be represented by an accumulated phase noise at the ADC's output, called total phase noise. This paper focuses on measuring and modeling the total phase noise relying on unique optimization approaches. In contrast to traditional phase noise measurement that typically relies on hardware, a digital approach is proposed and developed. In particular, a measurement-based phase noise model is created. A modified spectrum fitting technique based on optimization is proposed and examined. It is confirmed that the total phase noise satisfies wide sense stationary (WSS) Gaussian process model.
机译:射频接收器在许多现代电子系统中都很常见,例如宽带波束成形和雷达系统。通常,接收器由一个模拟前端和一个数字转换器组成。注意,已经证明改进模拟电路是困难的,并且总体接收机性能通常受到模拟前端的限制。因此,非常需要实现低失真的接收,尤其是对于宽带接收器。在所有性能下降因素中,相位噪声和抖动特别麻烦,因为它们会引起难以补偿的随机误差。每个单独的RF设备都会产生相位噪声,而模数转换器(ADC)则会影响时间抖动。为了量化系统性能,需要了解各个相位噪声源和抖动的累加效应。在线性通道假设下,沿通道的所有相位噪声和抖动贡献的总影响可以用ADC输出处的累积相位噪声(称为总相位噪声)来表示。本文着重于依靠独特的优化方法对总相位噪声进行测量和建模。与通常依赖于硬件的传统相位噪声测量相反,提出并开发了一种数字方法。特别地,创建了基于测量的相位噪声模型。提出并研究了一种基于优化的改进频谱拟合技术。可以肯定的是,总相位噪声满足广义平稳(WSS)高斯过程模型。

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