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PreprintCC BY-NC-NDbioRxiv

Physics-aware resolution enhancement of soft X-ray tomography with measurement-supervised learning

3 more authors
  1. 1University College Dublin

Abstract

Soft X-ray tomography (SXT) is an emerging modality for whole-cell 3D imaging in near-native states. However, the effective spatial resolution is limited by optical artifacts characterized by the point spread function (PSF). Standard reconstruction methods force a compromise between structural sharpness and noise, failing to fully resolve these depth-dependent artifacts. By embedding experimentally measured, depth-variant PSFs into a differentiable forward model, we demonstrate a physics-aware computational optimization that bypasses these limitations to recover high-frequency cellular ultrastructure. The structural fidelity was validated using split-tilt Fourier ring correlation (FRC), alongside an experimental bead phantom tomogram, providing supporting evidence that the recovered high-frequency features reflect genuine specimen structure rather than fabricated artifacts. Our method effectively increases FRC spatial resolution and recovers cellular ultrastructure. Furthermore, under sparse-angular subsampling, the framework maintained spatial resolution using half the projection angles, a computational proxy pointing toward the potential for reduced radiation exposure in future acquisitions. This hardware-free, computational approach offers a route toward mitigating the optical and dosimetric constraints that currently limit nanoscale soft X-ray tomography.

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BibTeX
@misc{chueh2026physicsaware,
  title = {{Physics-aware resolution enhancement of soft X-ray tomography with measurement-supervised learning}},
  author = {S. Chueh and E. Gallagher and C. de Ceuninck van Capelle and L. Luo and T. Ishikawa and C. Evans and N. Fletcher and M. Lopez-Perez and D. Rogers and S. O'Connor and C. McIntyre and M. Donnellan and P. Sheridan and J. C. Simpson and S. Kapishnikov},
  howpublished = {bioRxiv},
  year = {2026},
  month = jun,
  doi = {10.64898/2026.06.21.730079},
  url = {https://www.biorxiv.org/content/10.64898/2026.06.21.730079v3},
  note = {CC BY-NC-ND},
}
RIS
TY  - UNPB
TI  - Physics-aware resolution enhancement of soft X-ray tomography with measurement-supervised learning
AU  - S. Chueh
AU  - E. Gallagher
AU  - C. de Ceuninck van Capelle
AU  - L. Luo
AU  - T. Ishikawa
AU  - C. Evans
AU  - N. Fletcher
AU  - M. Lopez-Perez
AU  - D. Rogers
AU  - S. O'Connor
AU  - C. McIntyre
AU  - M. Donnellan
AU  - P. Sheridan
AU  - J. C. Simpson
AU  - S. Kapishnikov
PY  - 2026
DA  - 2026/06/21
PB  - bioRxiv
DO  - 10.64898/2026.06.21.730079
UR  - https://www.biorxiv.org/content/10.64898/2026.06.21.730079v3
AB  - Soft X-ray tomography (SXT) is an emerging modality for whole-cell 3D imaging in near-native states. However, the effective spatial resolution is limited by optical artifacts characterized by the point spread function (PSF). Standard reconstruction methods force a compromise between structural sharpness and noise, failing to fully resolve these depth-dependent artifacts. By embedding experimentally measured, depth-variant PSFs into a differentiable forward model, we demonstrate a physics-aware computational optimization that bypasses these limitations to recover high-frequency cellular ultrastructure. The structural fidelity was validated using split-tilt Fourier ring correlation (FRC), alongside an experimental bead phantom tomogram, providing supporting evidence that the recovered high-frequency features reflect genuine specimen structure rather than fabricated artifacts. Our method effectively increases FRC spatial resolution and recovers cellular ultrastructure. Furthermore, under sparse-angular subsampling, the framework maintained spatial resolution using half the projection angles, a computational proxy pointing toward the potential for reduced radiation exposure in future acquisitions. This hardware-free, computational approach offers a route toward mitigating the optical and dosimetric constraints that currently limit nanoscale soft X-ray tomography.
ER  -