论文标题

混合RIS和DMA辅助多源MIMO上行链路传输具有电磁暴露约束

Hybrid RIS and DMA Assisted Multiuser MIMO Uplink Transmission With Electromagnetic Exposure Constraints

论文作者

Jiang, Hanyu, You, Li, Wang, Jue, Wang, Wenjin, Gao, Xiqi

论文摘要

在第五代及以后的时代,可重构智能表面(RIS)和动态元面天线(DMA)是新兴的超材料,适应于对高质量的无线通信服务的需求,这促进了便携式无线终端的多元化。但是,随着无线设备的快速扩展,电磁辐射不断增加,不可避免地会影响公共卫生,这需要传输设计中的暴露水平有限。为了减少EM辐射并保留通信服务的质量,我们研究了频谱效率(SE)最大化的EM限制,用于混合RIS中的上行链路传输和DMA Assisted Multiuser多输入多输出系统。具体而言,采用交替优化来优化传输协方差,RIS相移和DMA权重矩阵。我们首先找出具有给定RIS和DMA参数的传输协方差矩阵的水溶液。然后,通过加权最小均方根误差,块坐标下降和较小的最大化方法优化了RIS相移矩阵。此外,我们以封闭形式解决了未约束的DMA权重矩阵优化问题,然后设计DMA权重矩阵以在DMA约束下处理此性能。数值结果证实了EM意识SE最大化传输方案比常规基准的有效性。

In the fifth-generation and beyond era, reconfigurable intelligent surface (RIS) and dynamic metasurface antennas (DMAs) are emerging metamaterials keeping up with the demand for high-quality wireless communication services, which promote the diversification of portable wireless terminals. However, along with the rapid expansion of wireless devices, the electromagnetic (EM) radiation increases unceasingly and inevitably affects public health, which requires a limited exposure level in the transmission design. To reduce the EM radiation and preserve the quality of communication service, we investigate the spectral efficiency (SE) maximization with EM constraints for uplink transmission in hybrid RIS and DMA assisted multiuser multiple-input multiple-output systems. Specifically, alternating optimization is adopted to optimize the transmit covariance, RIS phase shift, and DMA weight matrices. We first figure out the water-filling solutions of transmit covariance matrices with given RIS and DMA parameters. Then, the RIS phase shift matrix is optimized via the weighted minimum mean square error, block coordinate descent and minorization-maximization methods. Furthermore, we solve the unconstrainted DMA weight matrix optimization problem in closed form and then design the DMA weight matrix to approach this performance under DMA constraints. Numerical results confirm the effectiveness of the EM aware SE maximization transmission scheme over the conventional baselines.

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