English

Deep-learning-augmented Computational Miniature Mesoscope

Optics 2022-09-09 v5 Image and Video Processing

Abstract

Fluorescence microscopy is essential to study biological structures and dynamics. However, existing systems suffer from a tradeoff between field-of-view (FOV), resolution, and complexity, and thus cannot fulfill the emerging need of miniaturized platforms providing micron-scale resolution across centimeter-scale FOVs. To overcome this challenge, we developed Computational Miniature Mesoscope (CM2^2) that exploits a computational imaging strategy to enable single-shot 3D high-resolution imaging across a wide FOV in a miniaturized platform. Here, we present CM2^2 V2 that significantly advances both the hardware and computation. We complement the 3×\times3 microlens array with a new hybrid emission filter that improves the imaging contrast by 5×\times, and design a 3D-printed freeform collimator for the LED illuminator that improves the excitation efficiency by 3×\times. To enable high-resolution reconstruction across the large imaging volume, we develop an accurate and efficient 3D linear shift-variant (LSV) model that characterizes the spatially varying aberrations. We then train a multi-module deep learning model, CM2^2Net, using only the 3D-LSV simulator. We show that CM2^2Net generalizes well to experiments and achieves accurate 3D reconstruction across a \sim7-mm FOV and 800-μ\mum depth, and provides \sim6-μ\mum lateral and \sim25-μ\mum axial resolution. This provides \sim8×\times better axial localization and \sim1400×\times faster speed as compared to the previous model-based algorithm. We anticipate this simple and low-cost computational miniature imaging system will be impactful to many large-scale 3D fluorescence imaging applications.

Keywords

Cite

@article{arxiv.2205.00123,
  title  = {Deep-learning-augmented Computational Miniature Mesoscope},
  author = {Yujia Xue and Qianwan Yang and Guorong Hu and Kehan Guo and Lei Tian},
  journal= {arXiv preprint arXiv:2205.00123},
  year   = {2022}
}
R2 v1 2026-06-24T11:03:12.521Z