- The paper introduces a penalty-based iterative algorithm that decouples QoS constraints for joint active and passive beamforming optimization.
- It leverages convex optimization for transmit precoder design and block coordinate descent for efficient IRS phase shift adjustments.
- Numerical results confirm significant AP power savings and extended coverage, highlighting the practical benefits of IRS-assisted SWIPT systems.
Joint Active and Passive Beamforming Optimization for Intelligent Reflecting Surface Assisted SWIPT under QoS Constraints
This paper explores the area of intelligent reflecting surfaces (IRS), a pivotal technological approach aimed at enhancing spectrum and energy efficiency in wireless networks. Employing a strategy of deploying IRSs, the research focuses on enhancing simultaneous wireless information and power transfer (SWIPT) systems. The core proposition involves a dual approach: optimizing both active beamforming at the multi-antenna access point (AP) and passive beamforming via phase shift adjustments at the IRSs.
Problem Formulation
The research targets the minimization of total transmit power at the AP while abiding by quality-of-service (QoS) constraints. These constraints include the signal-to-interference-plus-noise ratio (SINR) for information users (IUs) and energy harvesting requirements for energy users (EUs). The challenge is inherently non-convex due to the coupled nature of the variables involved, which complicates traditional optimization approaches.
Proposed Solution
To address the aforementioned non-convex optimization problem, the authors propose a penalty-based iterative algorithm. This method leverages auxiliary variable transformations for decoupling QoS constraints, thereby facilitating a more tractable optimization landscape. Each iteration comprises three main steps:
- Transmit Precoders Optimization: Involves a convex quadratic problem, presenting closed-form solutions for optimal precoders.
- Phase Shifts Optimization: Handles unit-modulus constraints via a block coordinate descent method. This efficiently updates phase shifts across IRS elements.
- Auxiliary Variables Update: Engages Lagrange duality to solve the problem, capitalizing on the strong duality property under Slater's conditions.
An outer layer further refines this approach by iteratively adjusting the penalty coefficient, converging towards satisfying equality constraints intrinsic to the problem's reformulation.
Numerical Results and Implications
The numerical evaluations underscore considerable performance gains, corroborating the effectiveness of IRSs in reducing AP transmit power. Notably, the paper reveals:
- Distance and Coverage Extension: IRS deployment significantly extends the viable operating range for wireless power transfer, demonstrating a stark contrast against traditional setups.
- Number of Required Energy Beams: Reduced by IRS deployment, occasionally obviating the need for separate energy-dedicated beams due to enhanced channel conditions.
- Joint vs. Independent Beamforming: A combined active and passive beamforming approach is shown to outperform separate strategies, reinforcing the concept of unified IRS-supported design.
From a theoretical standpoint, this research underscores the pivotal alignment of IRSs within the sphere of SWIPT, enhancing both energy efficiency and coverage. Additionally, the reduced complexity of the proposed IRS system suggests a viable route toward practical deployment.
Future Developments
Anticipated progress includes extending the framework to encompass frequency-selective channels and discrete IRS phase shifts, addressing both the practical hardware limits and broader channel diversity. Moreover, expanding the IRS design to multi-user, multi-IRS environments stands as another prospective avenue, offering rich ground for future exploration in enhancing both theoretical insights and practical implementations within the IRS domain.
In conclusion, this paper propels the exploration of IRS in SWIPT systems, showcasing a coherent strategy for optimizing such systems under practical constraints. The numerical insights bridge a gap towards real-world applicability, advocating the practical deployment of IRS technologies in next-generation wireless networks.