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Pulse Shape Design for Efficient Rejection of Unknown In-Band Interference Using Cyclic Wiener Filtering

机译:脉冲形状设计,用于使用循环维纳滤波有效抑制未知的带内干扰

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We study cyclic Wiener (CW) filtering based interference rejection to deal with unknown jamming interference. A desired wideband signal is assumed to spectrally overlap with an unknown narrowband interference. At the receiver, the CW filter exploits the spectral redundancy associated with pulse shaping the desired signal for rejecting the interference and recovering the desired signal. Its performance, however, largely depends on the carrier frequency offset between the desired and interfering signals and the amount of excess bandwidth associated with pulse shaping the desired signal. To alleviate these problems, we propose new pulses that we name as time-domain shrunk raised cosine pulses. Proposed pulses satisfy the Nyquist criterion and, compared to conventional raised cosine pulses, largely improve the ability of CW filtering at rejecting in-band interference, even for a less amount of excess bandwidth. Besides, the almost-flat shape of their frequency response is shown to entail a good performance for CW filtering irrespective of the carrier frequency offset between the desired and interfering signals.
机译:我们研究基于循环维纳(CW)过滤的干扰拒绝,以处理未知的干扰干扰。假设期望的宽带信号以频谱重叠,具有未知的窄带干扰。在接收器处,CW滤波器利用与脉冲形状相关联的频谱冗余,以抑制所需信号,以抑制干扰并恢复所需信号。然而,其性能在很大程度上取决于所需和干扰信号之间的载波频率偏移以及与脉冲整形所需信号的脉冲相关的过量带宽的量。为了缓解这些问题,我们提出了新的脉冲,我们将名称为时域缩减余弦脉冲。所提出的脉冲满足奈奎斯特标准,与传统的升高的余弦脉冲相比,在很大程度上提高了CW滤波在拒绝带内干扰时的能力,即使对于较少的多余带宽。此外,其频率响应的近似平坦形状被示出为不管所需和干扰信号之间的载波频率偏移而导致CW滤波的良好性能。

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