基于储层计算的带内全双工无线电数字自干扰消除技术

Zhikai Liu;Haifeng Luo;Tharmalingam Ratnarajah
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引用次数: 0

摘要

数字自干扰消除(DSIC)已成为实现带内全双工(IBFD)无线电的关键策略,以克服传播和模拟域消除后持续存在的残余自干扰所带来的障碍。这项研究提出了一种基于水库计算的新型 DSIC(RC-DSIC)技术,并将其与传统的多项式 DSIC(PL-DSIC)和现有的各种基于神经网络的 DSIC(NN-DSIC)方法进行了比较。我们首先描述了 RC 的结构,并探讨了它处理 DSIC 任务的能力,突出了它与现有方法相比的潜在优势。随后,我们研究了这些方法的计算复杂性,并进行了大量仿真,将所提出的 RC-DSIC 方法与 PL-DSIC 和现有的 NN-DSIC 方案进行了比较。我们的结果表明,RC-DSIC 方案的性能达到了基于 PL 的 DSIC 算法的 99.84%,而计算需求仅为 PL 的 1.51%。与许多现有的 NN-DSIC 方案相比,RC-DSIC 方法的性能至少达到了 99.73%,而计算需求却不超过 36.61%。这一性能证明了 RC-DSIC 作为 IBFD 中 DSIC 的有效解决方案的可行性,它在计算简便性方面是一种更好的实现方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reservoir Computing-Based Digital Self-Interference Cancellation for In-Band Full-Duplex Radios
Digital self-interference cancellation (DSIC) has become a pivotal strategy for implementing in-band full-duplex (IBFD) radios to overcome the hurdles posed by residual self-interference that persist after propagation and analog domain cancellation. This work proposes a novel reservoir computing-based DSIC (RC-DSIC) technique and compares it with traditional polynomial-based (PL-DSIC) and various existing neural network-based (NN-DSIC) approaches. We begin by delineating the structure of the RC and exploring its capability to address the DSIC task, highlighting its potential advantages over current methodologies. Subsequently, we examine the computational complexity of these approaches and undertake extensive simulations to compare the proposed RC-DSIC approach against PL-DSIC and existing NN-DSIC schemes. Our results reveal that the RC-DSIC scheme attains 99.84% of the performance offered by PL-based DSIC algorithms while requiring only 1.51% of the computational demand. Compared to many existing NN-DSIC schemes, the RC-DSIC method achieves at least 99.73% of its performance with no more than 36.61% of the computational demand. This performance justifies the viability of RC-DSIC as an effective and efficient solution for DSIC in IBFD, striking it is a better implementation method in terms of computational simplicity.
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