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Robust Transmission Design for RIS-Assisted Secure Multiuser Communication Systems in the Presence of Hardware Impairments

Zhangjie Peng, Ruisong Weng, Cunhua Pan, Gui Zhou, Marco Di Renzo, A. Lee Swindlehurst

2023IEEE Transactions on Wireless Communications38 citationsDOIOpen Access PDF

Abstract

This paper investigates reconfigurable intelligent surface (RIS)-assisted secure multiuser communication systems in the presence of hardware impairments (HIs) at the RIS and the transceivers. We jointly optimize the beamforming vectors at the base station (BS) and the phase shifts of the reflecting elements at the RIS so as to maximize the weighted minimum approximate ergodic secrecy rate (WMAESR), subject to the transmission power constraints at the BS and unit-modulus constraints at the RIS. To solve the formulated optimization problem, we first decouple it into two tractable subproblems and then use the block coordinate descent (BCD) method to alternately optimize the subproblems. Two different methods are proposed to solve the two obtained subproblems. The first method transforms each subproblem into a second order cone programming (SOCP) problem by invoking the penalty convex–concave procedure (CCP) method and the closed-form fractional programming (FP) criterion, and then directly solves them by using CVX. The second method leverages the minorization-maximization (MM) algorithm. Specifically, we first derive a concave approximation function, which is a lower bound of the original objective function, and then the two subproblems are transformed into two simple surrogate problems that admit closed-form solutions. Simulation results verify the performance gains of the proposed robust transmission methods over existing non-robust designs. In addition, the MM algorithm is shown to have much lower complexity than the SOCP-based algorithm.

Topics & Concepts

Coordinate descentComputer scienceBeamformingMathematical optimizationTransmission (telecommunications)Base stationMaximizationKarush–Kuhn–Tucker conditionsOptimization problemSecond-order cone programmingUpper and lower boundsFractional programmingComputational complexity theoryConvex optimizationFunction (biology)AlgorithmMathematicsRegular polygonNonlinear programmingTelecommunicationsBiologyGeometryMathematical analysisPhysicsEvolutionary biologyNonlinear systemQuantum mechanicsAdvanced Wireless Communication TechnologiesOcular Disorders and TreatmentsUAV Applications and Optimization