论文标题
部分可观测时空混沌系统的无模型预测
Statistical QoS Analysis of Reconfigurable Intelligent Surface-assisted D2D Communication
论文作者
论文摘要
这项工作执行了RICIAN阻止重新配置的智能表面(RIS)辅助D2D链接的统计QoS分析,其中发射节点在延迟QoS约束下运行。首先,我们对D2D链接执行模式选择,其中D2D对可以通过从RISS或通过基站(BS)传输数据直接通信。接下来,我们为RIS辅助D2D链接的有效容量(EC)提供封闭式表达式。当可以使用发射机(CSIT)处的通道状态信息时,发射D2D节点与可变速率$ r_t(n)$(可根据渠道条件调节)进行通信;否则,它使用固定费率$ R_T $。它使我们能够在两种情况下将RIS辅助的D2D链接建模为Markov系统。我们还将分析扩展到覆盖和底层D2D设置。为了改善RIS辅助D2D链接的吞吐量时,当CSIT尚不清楚,我们使用HARQ重传方案,并提供了启用了HARS启用RIS辅助D2D链接的EC分析。 Finally, simulation results demonstrate that: i) the EC increases with an increase in RIS elements, ii) the EC decreases when strict QoS constraints are imposed at the transmit node, iii) the EC decreases with an increase in the variance of the path loss estimation error, iv) the EC increases with an increase in the probability of ON states, v) EC increases by using HARQ when CSIT is unknown, and it can reach up to $5\times$通常使用最佳的重传次数,通常的EC(没有HARQ,没有CSIT)。
This work performs the statistical QoS analysis of a Rician block-fading reconfigurable intelligent surface (RIS)-assisted D2D link in which the transmit node operates under delay QoS constraints. First, we perform mode selection for the D2D link, in which the D2D pair can either communicate directly by relaying data from RISs or through a base station (BS). Next, we provide closed-form expressions for the effective capacity (EC) of the RIS-assisted D2D link. When channel state information at the transmitter (CSIT) is available, the transmit D2D node communicates with the variable rate $r_t(n)$ (adjustable according to the channel conditions); otherwise, it uses a fixed rate $r_t$. It allows us to model the RIS-assisted D2D link as a Markov system in both cases. We also extend our analysis to overlay and underlay D2D settings. To improve the throughput of the RIS-assisted D2D link when CSIT is unknown, we use the HARQ retransmission scheme and provide the EC analysis of the HARQ-enabled RIS-assisted D2D link. Finally, simulation results demonstrate that: i) the EC increases with an increase in RIS elements, ii) the EC decreases when strict QoS constraints are imposed at the transmit node, iii) the EC decreases with an increase in the variance of the path loss estimation error, iv) the EC increases with an increase in the probability of ON states, v) EC increases by using HARQ when CSIT is unknown, and it can reach up to $5\times$ the usual EC (with no HARQ and without CSIT) by using the optimal number of retransmissions.