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A Tractable and Accurate Cross-Layer Model for Multi-Hop MIMO Networks

机译:一种适用于多跳MIMO网络的可精确计算的跨层模型

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MIMO-based communications have great potential to improve network capacity for multi-hop wireless networks. Although there has been significant progress on MIMO at the physical layer or single-hop communication, advances in the theory of MIMO for multi-hop wireless networks remain limited. This stagnation is mainly due to the lack of an accurate and more important, analytically tractable model that can be used by networking researchers. In this paper, we propose such a model to enable the networking community to carry out cross-layer research for multi-hop MIMO networks. In particular, at the physical layer, we develop a simple model for MIMO channel capacity computation that captures the essence of spatial multiplexing and transmit power limit without involving complex matrix operations and the water-filling algorithm. We show that the approximation gap in this model is negligible. At the link layer, we devise a space-time scheduling scheme called OBIC that significantly advances the existing zero-forcing beamforming (ZFBF) to handle interference in a multi-hop network setting. The proposed OBIC scheme employs simple algebraic computation on matrix dimensions to simplify ZFBF in a multi-hop network. As a result, we can characterize link layer scheduling behavior without entangling with beamforming details. Finally, we apply both the new physical and link layer models in cross-layer performance optimization for a multi-hop MIMO network.
机译:基于MIMO的通信具有提高多跳无线网络的网络容量的巨大潜力。尽管在物理层或单跳通信中对MIMO进行了重大进展,但是多跳无线网络的MIMO理论的进步仍然有限。这种停滞主要是由于网络研究人员可以使用的准确和更重要的模型,分析易易易易用的模型。在本文中,我们提出了这样的模型,以使网络社区能够对多跳MIMO网络进行跨层研究。特别地,在物理层,我们开发了一种简单的MIMO信道容量计算模型,其捕获空间复用和发射功率限制的本质而不涉及复杂的矩阵操作和水填充算法。我们表明该模型中的近似间隙可忽略不计。在链路层,我们设计了一个名为OBIC的时空调度方案,该方案显着前进了现有的零强制波束成形(ZFBF)来处理多跳网络设置中的干扰。所提出的OBIC计划采用了矩阵维的简单代数计算,以简化多跳网络中的ZFBF。因此,我们可以在不具有波束成形细节的情况下表征链接层调度行为,而不会缠绕。最后,我们在多跳MIMO网络中应用了新的物理和链接层模型,以跨层性能优化。

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