Symbiotic radio (SR) communication is a promising technology to achieve spectrum- and energy-efficient wireless communication, by enabling passive backscatter devices (BDs) reuse not only the spectrum, but also the power of active primary transmitters (PTs). In this paper, we aim to characterize the energy-efficiency (EE) region of multiple-input single-output (MISO) SR systems, which is defined as all the achievable EE pairs by the active PT and passive BD. To this end, we first derive the maximum individual EE of the PT and BD, respectively, and show that there exists a non-trivial trade-off between these two EEs. To characterize such a trade-off, an optimization problem is formulated to find the Pareto boundary of the EE region by optimizing the transmit beamforming and power allocation. The formulated problem is non-convex and difficult to be directly solved. An efficient algorithm based on successive convex approximation (SCA) is proposed to find a Karush-Kuhn-Tucker (KKT) solution. Simulation results are provided to show that the proposed algorithm is able to effectively characterize the EE region of SR communication systems.
翻译:共生无线电(SR)通信是实现频谱和节能无线通信的一种有希望的技术,其方法是使被动反向散射装置不仅能够重新利用频谱,而且能够重新利用活跃的初级发射机的能量。在本文件中,我们的目标是确定多个投入单输出(MISO)SR系统的能源效率(EE)区域的特点,该系统被主动的PT和被动的BD定义为所有可实现的EE对。 为此,我们首先分别从PT和BD获得最大的个人EE, 并表明这两个EE之间存在非三重交换。为了描述这种交易的特点,我们提出了优化的问题,以便通过优化传输光谱和电力分配来找到EE区域的Pareto边界。 所提出的问题是非电离,难以直接解决。 提议以连续的convex近似(SC)为基础的高效算法,以找到Karush-Kuhn-Tuck(KKT)解决方案。模拟结果显示E-ER区域的拟议通信系统能够有效地显示EXL。