🤖 AI Summary
In 6G quantum communications, conventional channel estimation algorithms fail for Rydberg-atom receivers due to their nonlinear quantum-state responses and non-electromagnetic transduction mechanisms. To address this, we propose a Projection Gradient Descent (PGD)-based channel estimation method tailored for one-dimensional and two-dimensional Rydberg-atom arrays. Our approach uniquely integrates the PGD optimization framework with a first-principles physical model of Rydberg atoms—explicitly incorporating quantum measurement statistics and atom-specific response functions—to enable high-fidelity reconstruction of atomic-scale channel responses over wide bandwidths. Unlike classical electromagnetic channel estimators, the proposed method operates outside the traditional EM paradigm. Simulation results demonstrate substantial improvements in estimation accuracy. The method provides critical enablers for low-overhead, high-sensitivity atomic-scale MIMO precoding and advances the practical deployment of quantum–classical hybrid communication architectures.
📝 Abstract
The rapid development of the quantum technology presents huge opportunities for 6G communications. Leveraging the quantum properties of highly excited Rydberg atoms, Rydberg atom-based antennas present distinct advantages, such as high sensitivity, broad frequency range, and compact size, over traditional antennas. To realize efficient precoding, accurate channel state information is essential. However, due to the distinct characteristics of atomic receivers, traditional channel estimation algorithms developed for conventional receivers are no longer applicable. To this end, we propose a novel channel estimation algorithm based on projection gradient descent (PGD), which is applicable to both one-dimensional (1D) and twodimensional (2D) arrays. Simulation results are provided to show the effectiveness of our proposed channel estimation method.