Systems Engineering and Electronics ›› 2026, Vol. 48 ›› Issue (5): 1474-1480.doi: 10.12305/j.issn.1001-506X.2026.05.03

• Electronic Technology • Previous Articles     Next Articles

Synergistic super-resolution reconstruction via QR decomposition and POCS

Junbo ZHAO1,2, Hongxia MAO1,*, Huijie ZHAO2, Youkun ZHANG1, Chang LIU1   

  1. 1. National Key Laboratory of Scattering and Radiation,Beijing Institute of Environmental Characteristics,Beijing 100854,China
    2. School of Artificial Intelligence (Institute of Artificial Intelligence),Beihang University,Beijing 100191,China
  • Received:2025-03-13 Online:2026-05-27 Published:2026-05-27
  • Contact: Hongxia MAO

Abstract:

A super-resolution reconstruction method integrating physical priors and numerical optimization is proposed to address the sub-pixel displacement and oversampling information redundancy caused by target-platform relative motion in push-broom imaging. Firstly, the oversampling ratio and optimal super-resolution factor are derived based on target motion velocity and platform parameters. Secondly, stable solutions for ill-posed equations are achieved through regularized QR decomposition of regularized augmented matrices, suppressing noise amplification and artifact generation. Finally, spatiotemporal coupling constraints of imaging systems are embedded via the projection onto convex sets method, realizing detail enhancement and physically consistent reconstruction. Simulation experiments demonstrate that this method improves the local structural similarity index to 0.8402 in infrared remote sensing imagery, while reducing the relative root mean square error of spectral restoration by 80.17%, outperforming conventional generalized inverse and iterative interpolation algorithms. The total processing time for 41 spectral channels is better than 150 ms, demonstrating its engineering practical value in hyperspectral data processing.

Key words: linear push-broom oversampling, super-resolution reconstruction, regularized QR decomposition, projection onto convex sets (POCS) method

CLC Number: 

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