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A Method of Simultaneous Signals Spectrum Analysis for Instantaneous Frequency Measurement Receiver

机译:瞬时频率测量接收机的同步信号频谱分析方法

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In this paper the simplified problem of frequency determination for multiple simultaneously present harmonic oscillations through subsampling is considered. The proposed (used) subsampling is realized by Dirac function comb with principal frequency much less than input signal frequencies. So all signal frequencies are transformed to first Nyquist zone. We consider subsampling is implemented in three parallel channels when comb principal frequencies are differing but close one to another. Each channel includes also ADC, FFT unit and digital processing unit. Output channel information is a set of possible input frequencies, and these sets intersection is searched for finding input frequencies. Proposed system math model was developed for estimation of ambiguity of recovering values for original input frequencies. The subsampler with three parallel channels was realized as a small unit. It works as mixer with comb type heterodyne in superheterodyne receiver. The subsampler has analog bandwidth up to 5 GHz with 100 MHz principal frequencies. Its experimental characteristics are presented.
机译:在本文中,考虑了通过子采样对多个同时存在的谐波振荡进行频率确定的简化问题。拟议的(使用的)二次采样是通过Dirac函数梳实现的,其主频率远小于输入信号频率。因此,所有信号频率都转换到第一个奈奎斯特区。我们认为,当梳齿主频率不同但彼此接近时,可在三个并行通道中进行子采样。每个通道还包括ADC,FFT单元和数字处理单元。输出通道信息是一组可能的输入频率,并且搜索这些集合的交点以找到输入频率。开发了建议的系统数学模型,用于估计原始输入频率的恢复值的歧义性。具有三个并行通道的子采样器实现为一个小单元。它与超外差接收器中的梳型外差混频器一起工作。子采样器的模拟带宽高达5 GHz,主频率为100 MHz。介绍了其实验特性。

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