一种可在频域实现非因果信道低复杂度均衡的循环postble结构:循环后缀

Altuğ Kaya, G. M. Güvensen
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引用次数: 0

摘要

可实现的提升根余弦(RRC)滤波器具有有限的长度。当这些滤波器用于发送端和接收端时,有效滤波器的频率响应不具有平坦衰落特性,会产生双向码间干扰(ISI)。此外,相对较低的上采样因子会导致同步误差,从而导致双侧ISI。因此,有效滤波器的脉冲响应是非因果的。此外,发送和接收链的非线性增强了ISI。这种非因果有效滤波器的类信道行为可以被传统的半双工系统克服,而它应该被带内全双工和高阶星座系统避免,因为它们容易受到低功率的影响。在本文中,我们提供了一种新的循环后序结构,即循环后缀(CS),用于构造非因果通道的循环对称卷积矩阵。CS以一种低复杂度的方式利用频域均衡(FDE)来消除这种非因果信道的影响。
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A Circular Postamble Structure Enabling Low Complexity Equalization in Frequency Domain for Noncausal Channels: Cyclic Suffix
Realizable root-raised cosine (RRC) filters have finite length. When these filters are used in transmitter and receiver side, frequency response of the effective filter does not have flat fading characteristic and it results two-sided intersymbol interference (ISI). In addition, relatively low up sampling factors result in synchronization errors and thus, two-sided ISI. Consequently, impulse response of the effective filter becomes noncausal. Moreover, nonlinearities in transmitter and receiver chains strengthen ISI. Such a channel-like behaviour of the noncausal effective filter can be overcome by conventional Half-Duplex systems where it should be avoided by In-Band Full-Duplex and higher order constellation systems due to being vulnerable to even low powered effects. In this article, we are providing a new cyclic postamble structure, namely Cyclic Suffix (CS), for constructing circularly symmetric convolution matrices for noncausal channels. CS provides the utilization of frequency domain equalization (FDE) in a low complex manner for cancelling the effects of such noncausal channels.
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