基于轨道角动量维度的增强香农容量

Yuanhe Wang, Chao Zhang
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引用次数: 2

摘要

轨道角动量(OAM)作为电磁波的典型物理资源,为无线传输系统提供了新的维度。传统的香农容量只考虑电场强度的贡献,无法体现出OAM的新维度。因此,本文提出了基于OAM维度的香农能力增强模型。具体而言,香农能力的增强源于两个方面。在第一部分中,OAM模式可以增加独立的并行通道的数量,这些通道以相同的时间和频率传输电场强度信号。在第二部分,由于OAM的物理尺寸与电场强度无关,因此OAM可以随时间变化并独立携带信息,这进一步增加了容量。此外,功率复用(即信号功率对专用维信噪比的贡献)实现了上述增强香农容量的第二部分,解决了传统香农容量的边际效应问题。特别是,香农增强的能力突出了OAM传播的潜力。
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Enhanced Shannon Capacity with Orbital Angular Momentum Dimension
As the typical physical resource of the electro-magnetic wave, the Orbital Angular Momentum (OAM) provides the wireless transmission system with new dimension. The traditiona~ Shannon capacity just concerns the contribution from the electric field strength, which can not show the new dimension of the OAM. Therefore, the enhanced Shannon capacity with the OAM dimension is proposed in this paper. Specifically, the enhanced Shannon capacity originates from two parts. In the first part, the OAM mode can raise the number of independent parallel channels, which transmit electric field strength signals with the same time and frequency. In the second part, since the physical dimension of OAM is independent of the electric field strength, the OAM can vary over time and carry the information independently, which further increases the capacity. Moreover, the power reuse (i.e., the signal power can contribute to the Signal to Noise Ratio (SNR) at the dedicated dimension) realizes the second part of the above enhanced Shannon capacity, which solves the problem of the marginal effect of the traditional Shannon capacity. Particularly, the enhanced Shannon capacity highlights the potential of OAM transmission.
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