Adaptive Frequency and Phase Synchronization for Distributed Coherent Aperture Radar under Heterogeneous Noise
Journal article, 2026

To achieve the coherence gain of a Distributed Coherent Aperture Radar (DCAR) network, it is essential to ensure frequency and phase synchronization among all radar nodes, which is challenging especially when each node operates in a distinctly noisy environment. This paper aims to develop an adaptive distributed processing approach for frequency and phase synchronization in a DCAR network under heterogeneous noise conditions. We formulate the synchronization problem as a weighted consensus optimization that accounts for spatially varying noise characteristics across distributed radar nodes. The proposed Weighted Least Mean Squared Deviation (W-LMSD) framework derives optimal weight matrices by minimizing the steady-state mean squared deviation of synchronization errors, establishing an explicit relationship between mixing matrix design and synchronization accuracy. For unknown noise statistics, we develop an Adaptive Distributed Frequency and Phase Consensus (A-DFPC) algorithm that integrates variational Bayesian Kalman filtering to simultaneously estimate node-specific noise covariances and compute optimal weights. Simulation results demonstrate significant improvements over existing methods, with A-DFPC achieving near-optimal synchronization performance and ensuring the operation of the DCAR network.

synchronization

average consensus

heterogeneous noise

distributed coherent aperture radar

Kalman filtering

Author

Mingqi Song

Harbin Institute of Technology

Xiang Feng

Harbin Institute of Technology

Linlong Wu

University of Electronic Science and Technology of China

Huiping Huang

Chalmers, Electrical Engineering, Communication, Antennas and Optical Networks

Shuai Liu

Harbin Institute of Technology

Zhanfeng Zhao

Harbin Institute of Technology

IEEE Transactions on Aerospace and Electronic Systems

0018-9251 (ISSN) 15579603 (eISSN)

Vol. In Press

Subject Categories (SSIF 2025)

Signal Processing

Control Engineering

DOI

10.1109/TAES.2026.3658054

More information

Latest update

2/12/2026