Relay-Aided D2D MIMO Scheme (RAS) for Achieving Energy Efficiency in Satellite-Air-Ground Integrated Networks (SAGIN) Schéma D2D MIMO assisté par relais (RAS) pour atteindre l’efficacité énergétique dans les réseaux intégrés satellite-air-sol (SAGIN)
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引用次数: 1
Abstract
Space-air-ground integrated network (SAGIN), as a three-tiered architecture that assimilates satellite systems, aerial, and terrestrial communication networks, has become an intensive research domain in the present era of communications. SAGIN-based communication models are developed to enhance the user’s quality of experience (QoE). Besides providing noteworthy benefits in various applications and services, SAGIN has unprecedented challenges because of its self-organized, unpredictable, and heterogeneous nature. Relaying equipment in SAGIN can be a very low-orbit satellite, a base station (BS), and an unmanned vehicle assisting a pair of mobile users’ communications. Thus, developing a robust device-to-device (D2D) direct and relaying communication model concerning channel distribution is crucial. Based on this concern, this article proposes a relay-aided D2D multiple–input and multiple–output (MIMO) scheme (RAS) for enhancing the optimal energy efficiency (EE) as a function of spectral efficiency (SE). The proposed model derives a relay-based amplify-and-forward (AF) MIMO multihop communication system for implementation. The proposed computations of optimal EE and SE for D2D MIMO show that the approximation provided by a random matrix approximation is constrained to a specific signal-to-noise ratio (SNR) range when the optimal SE and EE are derived using Gaussian quadrature and a hypergeometric function.
天-空-地一体化网络(SAGIN)作为一种融合了卫星系统、航空和地面通信网络的三层架构,已成为当今通信领域的一个密集研究领域。基于 SAGIN 的通信模型旨在提高用户的体验质量(QoE)。除了在各种应用和服务中提供显著优势外,SAGIN 还因其自组织、不可预测和异构的特性而面临前所未有的挑战。SAGIN 中的中继设备可以是超低轨道卫星、基站(BS),也可以是协助一对移动用户通信的无人驾驶飞行器。因此,开发一个有关信道分配的稳健的设备对设备(D2D)直接和中继通信模型至关重要。基于这一考虑,本文提出了一种中继辅助 D2D 多入多出(MIMO)方案(RAS),以提高作为频谱效率(SE)函数的最佳能效(EE)。所提出的模型推导了一个基于中继的放大和前向(AF)MIMO 多跳通信系统的实现。拟议的 D2D MIMO 最佳 EE 和 SE 计算表明,当使用高斯正交和超几何函数得出最佳 SE 和 EE 时,随机矩阵近似所提供的近似值受限于特定的信噪比 (SNR) 范围。