CSST-PSFNet: A Point-spread Function Reconstruction Model for the CSST Based on Deep Learning

Abstract This paper presents CSST-PSFNet , a deep learning method for high-fidelity point-spread function (PSF) reconstruction developed for the Chinese Space Station Survey Telescope (CSST). The model integrates a residual neural network, a lightweight transformer architecture, and a variational latent representation to address key challenges in CSST imaging, including severe PSF undersampling, interband variability, and smooth spatial variation across the focal plane. Trained and validated on high-resolution star–PSF pairs generated by the CSST Main Survey Simulator, CSST-PSFNet achieves improved pixel-level accuracy and more precise recovery of shape parameters relevant to weak lensing compared to the widely used PSFEx . On both the standard test dataset and a blurred dataset representing the upper bound of expected on-orbit PSF degradation, the model achieves a size residual precision below 0.005 and an ellipticity residual precision below 0.002. A weak-label adaptation experiment further shows that the model can recover PSFEx -level performance when the true PSF is unknown, demonstrating robustness in controlled degradation scenarios and weak-label adaptation experiments. These results indicate that CSST-PSFNet provides a flexible and extensible framework for future on-orbit PSF calibration in large-scale CSST surveys, with potential applications in weak-lensing cosmology and precision astrophysical measurements.

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Publication Details

Journal
The Astrophysical Journal Supplement Series
Published
2026-04-01
DOI
https://doi.org/10.3847/1538-4365/ae5053
Primary Topic
Galaxies: Formation, Evolution, Phenomena
Type
article
Field-Weighted Citation Impact
0.00

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article

CSST-PSFNet: A Point-spread Function Reconstruction Model for the CSST Based on Deep Learning

R. Wang, Feng Wang, Peipei Wang, Chao Liu et al.
The Astrophysical Journal Supplement Series
Galaxies: Formation, Evolution, Phenomena
article

CSST-PSFNet: A Point-spread Function Reconstruction Model for the CSST Based on Deep Learning

R. Wang, Feng Wang, Peipei Wang, Chao Liu, Peng Wei, Xin Zhang
article en

Abstract

Abstract This paper presents CSST-PSFNet , a deep learning method for high-fidelity point-spread function (PSF) reconstruction developed for the Chinese Space Station Survey Telescope (CSST). The model integrates a residual neural network, a lightweight transformer architecture, and a variational latent representation to address key challenges in CSST imaging, including severe PSF undersampling, interband variability, and smooth spatial variation across the focal plane. Trained and validated on high-resolution star–PSF pairs generated by the CSST Main Survey Simulator, CSST-PSFNet achieves improved pixel-level accuracy and more precise recovery of shape parameters relevant to weak lensing compared to the widely used PSFEx . On both the standard test dataset and a blurred dataset representing the upper bound of expected on-orbit PSF degradation, the model achieves a size residual precision below 0.005 and an ellipticity residual precision below 0.002. A weak-label adaptation experiment further shows that the model can recover PSFEx -level performance when the true PSF is unknown, demonstrating robustness in controlled degradation scenarios and weak-label adaptation experiments. These results indicate that CSST-PSFNet provides a flexible and extensible framework for future on-orbit PSF calibration in large-scale CSST surveys, with potential applications in weak-lensing cosmology and precision astrophysical measurements.

The Astrophysical Journal Supplement SeriesVol. 283(2)
Beijing Normal University (CN), Guangzhou University (CN), Zhejiang Lab (CN), Astronomical Institute of the Slovak Academy of Sciences (SK), National Astronomical Observatories (CN), University of Chinese Academy of Sciences (CN)
National Key Research and Development Program of China, National Astronomical Observatories, Chinese Academy of Sciences
Openalex Percentile: Top 28%
Galaxies: Formation, Evolution, Phenomena
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