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A high-resolution wideband digital channelizer for software radio systems using high-order perfect reconstruction filterbanks

机译:用于软件无线电系统的高分辨率宽带数码信道,使用大奖完美重建默认堆部

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High-resolution wideband digital channelizer is the key component for extraction and reconstruction of multichannel signals in software radio systems. It has been proved that complex-exponential modulated (CEM) perfect reconstruction (PR) filter-bank is an efficient structure for the wideband channelizer, in which the Parks-McClellan (PM) algorithm based design method for the PR prototype filter and PR filterbank is effective when the number of sub-channels is less than 1024. However, due to the limitation of the PM algorithm for the filters with extremely high-order or narrow transition band, it doesn't work well when the number of sub-channels increases further. In this paper, we propose an efficient design method for such high-order PR filterbanks, which is based on the classical Frequency Sampling (FS) method and the criterion of least mean square error (LMSE). By this proposal, the designs for any high-order PR filters and related high-resolution wideband channelizers can be guaranteed with excellent reconstruction performance. Some numerical simulations are provided to verify the effectiveness of the proposed method, even when the number of sub-channels reaches to 8192.
机译:高分辨率宽带数字信道器是软件无线电系统中多通道信号的提取和重建的关键组件。已经证明,复杂指数调制(CEM)完美的重建(PR)滤波器 - 存储体是宽带信道的有效结构,其中PAR-MCCLELLAN(PM)基于PR原型滤波器和PR滤波器的设计方法然而,当子通道数小于1024时是有效的。然而,由于具有极高级或窄过渡频带的过滤器的PM算法的限制,当子通道的数量时,它不起作用进一步增加。在本文中,我们提出了一种用于这种高阶PR滤波器组的高效设计方法,其基于经典频率采样(FS)方法和最小均方误差(LMSE)的标准。通过此提议,可以保证任何高阶PR滤波器和相关的高分辨率宽带信道的设计,具有出色的重建性能。提供了一些数值模拟以验证所提出的方法的有效性,即使当子通道的数量达到8192时也是如此。

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