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RF Spectrum Sensing Based on an Overdamped Nonlinear Oscillator Ring for Cognitive Radios

机译:基于超阻尼非线性振荡环的认知无线电射频频谱感知

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Existing spectrum-sensing techniques for cognitive radios require an analog-to-digital converter (ADC) to work at high dynamic range and a high sampling rate, resulting in high cost. Therefore, in this paper, a spectrum-sensing method based on a unidirectionally coupled, overdamped nonlinear oscillator ring is proposed. First, the numerical model of such a system is established based on the circuit of the nonlinear oscillator. Through numerical analysis of the model, the critical condition of the system’s starting oscillation is determined, and the simulation results of the system’s response to Gaussian white noise and periodic signal are presented. The results show that once the radio signal is input into the system, it starts oscillating when in the critical region, and the oscillating frequency of each element is f o / N , where f o is the frequency of the radio signal and N is the number of elements in the ring. The oscillation indicates that the spectrum resources at f o are occupied. At the same time, the sampling rate required for an ADC is reduced to the original value, 1/ N . A prototypical circuit to verify the functionality of the system is designed, and the sensing bandwidth of the system is measured.
机译:现有的用于认知无线电的频谱感测技术需要模数转换器(ADC)在高动态范围和高采样率下工作,从而导致高成本。因此,本文提出了一种基于单向耦合,过阻尼的非线性振荡器环的频谱检测方法。首先,基于非线性振荡器的电路建立这种系统的数值模型。通过对该模型的数值分析,确定了系统启动振荡的临界条件,并给出了系统对高斯白噪声和周期信号响应的仿真结果。结果表明,一旦无线电信号输入到系统中,它就会在关键区域内开始振荡,并且每个元素的振荡频率为fo / N,其中fo是无线电信号的频率,N是次数。环中的元素。振荡表明在f o处的频谱资源已被占用。同时,ADC所需的采样率降低到原始值1 / N。设计了验证系统功能的原型电路,并测量了系统的感测带宽。

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