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Trade-off of multiplexing-diversity gain for high throughput multiple-hop MIMO relay system

机译:高吞吐量多跳MIMO中继系统的复用分集增益的权衡

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The bottleneck node is a problem of multiple-hop relay systems. In order to increase the end-to-end channel capacity, all relay node should be prevented from being the bottleneck. In this paper, the optimizing distance between transceivers and transmit power of each relay is proposed to obtain the upper bound of end-to-end channel capacity. However, in case the distance and the transmit power are fixed, the antenna number of each relay as well as the optimizing trade-off of diversity gain and multiplexing gain is a method to improve the performance of the bottleneck node. The total antenna number of all transceiver is assumed to be fixed. The optimal antenna number of each relay and the optimal antenna number for diversity gain, multiplexing gain is considered to improve the performance of bottle-neck node. Therefore, the throughput of multiple-hop relay system becomes higher.
机译:瓶颈节点是多跳中继系统的问题。为了增加端到端的信道容量,应防止所有中继节点成为瓶颈。在本文中,提出了收发器之间的最佳距离和每个中继的发射功率,以获得端到端信道容量的上限。然而,在距离和发射功率固定的情况下,每个中继的天线数量以及分集增益和多路复用增益的优化折衷是提高瓶颈节点性能的一种方法。假定所有收发器的天线总数是固定的。为了提高瓶颈节点的性能,考虑了每个中继的最佳天线数量和分集增益,复用增益的最佳天线数量。因此,多跳中继系统的吞吐量变得更高。

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