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首页> 外文期刊>IEEE transactions on wireless communications >Performance Analysis of Heterogeneous Cellular Networks With HARQ Under Correlated Interference
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Performance Analysis of Heterogeneous Cellular Networks With HARQ Under Correlated Interference

机译:相关干扰下具有HARQ的异构蜂窝网络的性能分析

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摘要

Hybrid automatic repeat request (HARQ) is widely used in heterogeneous cellular networks (HCNs) to improve communication reliability. The temporal interference correlation caused by the common set of interferers makes the performance of HARQ more complex, especially for Type-II HARQ where the unsuccessful packets are combined with the new one to decode the packet. In general, due to the complexity of network performance analysis, the existing research focused on the performance of HARQ in single-tier wireless networks without considering cell association or base station (BS) load or the case that the combined number of transmissions is no larger than 2. In view of this, we study the performance of HARQ in HCNs jointly considering the temporally correlated interference, flexible cell association, and BS load. To this end, we adopt the popular HCN model, where different types of BSs in HCNs are modeled as K independent Poisson point processes with different densities and transmission powers. Leveraging the tool of stochastic geometry, we derive the success probability and delay-limited throughput for HCNs with Type-I HARQ and Type-II HARQ, respectively, for any number of transmissions. We show that the network performance in multiple time slots is decided by the performance in a single time slot and the temporal interference correlation. Finally, we conduct simulations to validate our analysis and show that the analysis without considering temporal interference correlation overestimates the performance of HCNs with HARQ.
机译:混合自动重发请求(HARQ)广泛用于异构蜂窝网络(HCN),以提高通信可靠性。由公共干扰源集合引起的时间干扰相关性使HARQ的性能更加复杂,尤其是对于II类HARQ,在这种II类HARQ中,未成功的数据包与新数据包组合以解码数据包。通常,由于网络性能分析的复杂性,现有研究集中在单层无线网络中的HARQ性能上,而不考虑小区关联或基站(BS)负载或传输的总数量不大的情况鉴于此,我们结合时间相关干扰,灵活的小区关联和BS负载,共同研究HCN中HARQ的性能。为此,我们采用了流行的HCN模型,其中HCN中不同类型的BS被建模为具有不同密度和传输功率的K个独立的泊松点过程。利用随机几何工具,我们可以得出任意数量的传输分别具有Type-I HARQ和Type-II HARQ的HCN的成功概率和延迟受限的吞吐量。我们表明,多个时隙中的网络性能由单个时隙中的性能和时间干扰相关性决定。最后,我们进行仿真以验证我们的分析结果,并表明未考虑时间干扰相关性的分析高估了具有HARQ的HCN的性能。

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