论文标题
双向双向方向调制网络的波束形成和功率分配
Beamforming and Power Allocation for Double-RIS-aided Two-way Directional Modulation Network
论文作者
论文摘要
为了在传统的双向定向调制(TWDM)网络中提高爱丽丝和鲍勃之间的信息汇率,提出了一种新的双重重新配置智能表面(RIS)AID TWDM网络。为了实现低复杂性发射器设计,提出了两个分析性预码器,一种调整RIS相变矩阵的封闭形式的方法,并提出了最大化保密总和(SSR)的半标准功率分配(PA)策略。首先,采用几何平行四边形(GPG)标准来给出RISS的相位转移矩阵。然后,提出了两个被称为最大化值(Max-SV)的预编码器,并提出了最大化信号透露率噪声比(MAX-SLNR)来增强SSR。均匀地提出,使用杂化迭代闭合形式(HICF)的最大化SSR PA进一步提出以改善SSR,并得出为六阶多项式计算的根源:(1)重复两次牛顿 - 拉夫森算法,以减少六到六级多项式的序列。 (2)剩下的四个可行解决方案可以通过法拉利的方法直接获得。仿真结果表明,使用提出的Max-SV和Max-SLNR,所提出的GPG在随机相位和无RIS方面具有显着的SSR改进。给定GPG,提出的最大SV的表现优于小规模或中等尺度RI的拟议泄漏。尤其是,提出的HICF PA Stragey显示出比相等PA的性能增长约10%。
To improve the information exchange rate between Alice and Bob in traditional two-way directional modulation (TWDM) network, a new double-reconfigurable intelligent surface (RIS)-aided TWDM network is proposed. To achieve the low-complexity transmitter design, two analytical precoders, one closed-form method of adjusting the RIS phase-shifting matrices, and semi-iterative power allocation (PA) strategy of maximizing secrecy sum rate (SSR) are proposed. First, the geometric parallelogram (GPG) criterion is employed to give the phase-shifting matrices of RISs. Then, two precoders, called maximizing singular value (Max-SV) and maximizing signal-to-leakage-noise ratio (Max-SLNR), are proposed to enhance the SSR. Evenly, the maximizing SSR PA with hybrid iterative closed-form (HICF) is further proposed to improve the SSR and derived to be one root of a sixth-order polynomial computed by: (1) the Newton-Raphson algorithm is repeated twice to reduce the order of the polynomial from six to four; (2) the remaining four feasible solutions can be directly obtained by the Ferrari's method. Simulation results show that using the proposed Max-SV and Max-SLNR, the proposed GPG makes a significant SSR improvement over random phase and no RIS. Given GPG, the proposed Max-SV outperforms the proposed leakage for small-scale or medium-scale RIS. Particularly, the proposed HICF PA stragey shows about ten percent performance gain over equal PA.