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Frame/Training Sequence Synchronization and DC-Offset Removal for (Data-Dependent) Superimposed Training Based Channel Estimation

机译:帧/训练序列同步和DC偏移消除(与数据相关)基于训练的叠加信道估计

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Over the last few years there has been growing interest in performing channel estimation via superimposed training (ST), where a training sequence is added to the information-bearing data, as opposed to being time-division multiplexed with it. Recent enhancements of ST are data-dependent ST (DDST), where an additional data-dependent training sequence is also added to the information-bearing signal, and semiblind approaches based on ST. In this paper, along with the channel estimation, we consider new algorithms for training sequence synchronization for both ST and DDST and block (or frame) synchronization (BS) for DDST (BS is not needed for ST). The synchronization algorithms are based on the structural properties of the vector containing the cyclic means of the channel output. In addition, we also consider removal of the unknown dc offset that can occur due to using first-order statistics with a non-ideal radio-frequency receiver. The subsequent bit error rate (BER) simulations (after equalization) show a performance not far removed from the ideal case of exact synchronization. While this is the first synchronization algorithm for DDST, our new approach for ST gives identical results to an existing ST synchronization method but with a reduced computational burden. In addition, we also present analysis of BER simulations for time-varying channels, different modulation schemes, and traditional time-division multiplexed training. Finally, the advantage of DDST over (conventional, non semi-blind) ST will reduce as the constellation size increases, and we also show that even without a BS algorithm, DDST is still superior to conventional ST. However, iterative semiblind schemes based upon ST outperform DDST but at the expense of greater complexity
机译:在过去的几年中,人们对通过叠加训练(ST)进行信道估计越来越感兴趣,在该训练中,将训练序列添加到信息承载数据中,而不是与之进行时分复用。 ST的最新增强功能是基于数据的ST(DDST),其中还将附加的基于数据的训练序列添加到信息承载信号中,以及基于ST的半盲方法。在本文中,连同信道估计,我们考虑了用于ST和DDST的训练序列同步以及DDST的块(或帧)同步(BS)的新算法(ST不需要BS)。同步算法基于包含通道输出的循环均值的向量的结构特性。此外,我们还考虑消除由于将非理想射频接收器使用一阶统计信息而可能发生的未知直流失调。随后的误码率(BER)仿真(均衡后)显示出与精确同步的理想情况相差无几的性能。尽管这是DDST的第一个同步算法,但是我们针对ST的新方法将与现有的ST同步方法提供相同的结果,但减轻了计算负担。此外,我们还介绍了时变信道,不同调制方案和传统时分复用训练的BER仿真分析。最后,随着星座图尺寸的增加,DDST相对于(传统,非半盲)ST的优势将降低,并且我们还表明,即使没有BS算法,DDST仍然优于传统ST。但是,基于ST的迭代半盲方案优于DDST,但代价是复杂性更高

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