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首页> 外文期刊>IEEE Transactions on Vehicular Technology >Network-Coded Two-Way Relaying in Spectrum-Sharing Systems With Quality-of-Service Requirements
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Network-Coded Two-Way Relaying in Spectrum-Sharing Systems With Quality-of-Service Requirements

机译:具有服务质量要求的频谱共享系统中的网络编码双向中继

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摘要

We investigate the performance of a dual-hop two-way cognitive radio system, where the secondary users (SUs) exchange information in an underlay mode with the assistance of a half-duplex relay utilizing physical-layer network coding over finite GF(2). Moreover, we consider a practical scenario of interference from the primary users (PUs) affecting the relay and source nodes. The analysis provides a generalization of previous works as it considers an extended transmission system where the channels can consist of a combination of independent and identically distributed (i.i.d.) and independent but non-identically distributed (i.n.i.d.) Nakagami- m fading models. In addition, unlike prior works, this paper focuses on the performance of both the PUs and the SUs. Closed-form expressions for the symbol error probability (SEP) and the outage probability of the intended PU are obtained. In addition, we derive exact closed-form expressions for the SEP with consideration of special cases of practical interest (e.g., no interference power, interference limited, and single dominant interference cases) for the SUs. Furthermore, an upper bound on the achievable rate of the secondary system is provided. Subsequently, a closed-form approximating expression for the SEP of the secondary system at high signal-to-noise ratios (SNRs) is obtained. Simulation results are provided and attest to the accuracy of the analytical results.
机译:我们研究了双跳双向认知无线电系统的性能,其中辅助用户(SU)在底层模式下借助半双工中继在有限GF(2)上利用物理层网络编码的方式交换信息。此外,我们考虑了来自主要用户(PU)的影响中继节点和源节点的实际情况。该分析提供了先前工作的概括,因为它考虑了扩展的传输系统,其中信道可以由独立且相同分布的(i.i.d.)和独立但不相同分布的(i.n.i.d.)Nakagamim衰落模型的组合组成。此外,与现有技术不同,本文着重于PU和SU的性能。获得符号错误概率(SEP)和目标PU的中断概率的闭式表达式。另外,我们考虑到SU的特殊实际情况(例如,无干扰功率,受干扰限制和单一主导干扰情况),得出SEP的精确闭式表达式。此外,提供了二次系统可达到的速率的上限。随后,获得了在高信噪比(SNR)下二次系统SEP的闭式近似表达式。提供了仿真结果,并证明了分析结果的准确性。

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