This work proposes a fairness problem that strikes a balance between data collection volume and Age of Information (AoI) in STAR-RIS-assisted UAV networks and model the problem as a complex mixed integer non-linear programming (MINLP) problem, which incorporates the phase shifts associated with both the UAV trajectory and STAR-RIS.
Abstract
A novel paradigm involving simultaneously transmitting and reflecting reconfigurable intelligent surfaces (STAR-RIS) has emerged to augment unmanned aerial vehicle (UAV)-assisted data collection in urban environments. Unlike traditional RIS, STAR-RIS boasts the unique capability to independently transmit and reflect signal sources from both sides. Based on the comprehensive 360° full-space wireless environment coverage of STAR-RIS, we propose a fairness problem that strikes a balance between data collection volume and Age of Information (AoI) in STAR-RIS-assisted UAV networks. To tackle this problem, we undertake a joint optimization of the UAV trajectory, STAR-RIS phase shifts, and sensor transmit power. We model the problem as a complex mixed integer non-linear programming (MINLP) problem, which incorporates the phase shifts associated with both the UAV trajectory and STAR-RIS. To solve the MINLP problem, we harness convex optimization techniques, such as Taylor expansion and sequential fraction programming (SFP), to decouple the original problem into a more tractable linear programming problem. Leveraging these techniques, we also devise an efficient algorithm to obtain a suboptimal solution to the original problem. Simulation results clearly demonstrate the effectiveness of our proposed algorithms in enhancing network fairness. Furthermore, these results highlight the superior performance of STAR-RIS-assisted UAV data collection networks compared to traditional reflection-only RIS-based systems.
This paper forms a multi-objective optimization problem aimed at minimizing AoI and energy consumption while maximizing the eavesdropper’s Bit Error Rate by jointly optimizing UAV trajectories, time scheduling, and jamming parameters and develops an efficient iterative algorithm.
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