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On cyclic spectrum estimation with estimated cycle frequency

机译:具有估计周期频率的循环频谱估计

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The problem of cyclic spectrum estimation for almost-cyclostationary processes with unknown cycle frequencies is addressed. This problem arises in spectrum sensing and source location algorithms in the presence of relative motion between transmitter and receiver. Sufficient conditions on the process and the cycle frequency estimator are derived such that frequency-smoothed cyclic periodograms with estimated cycle frequencies are mean-square consistent and asymptotically jointly complex normal. Under the same conditions, the asymptotic complex normal law is shown to coincide with the normal law of the case of known cycle frequencies. Monte Carlo simulations corroborate the effectiveness of the theoretical results.
机译:解决了具有未知循环频率的几乎循环平稳过程的循环频谱估计问题。在发射机和接收机之间存在相对运动的情况下,频谱感测和源定位算法中会出现此问题。得出过程和周期频率估计器的充分条件,使得具有估计周期频率的平滑频率周期周期图是均方一致且渐近联合复正态。在相同条件下,渐近复数法则定律与已知周期频率情况下的法则定律一致。蒙特卡洛模拟证实了理论结果的有效性。

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