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Reconstruction of partially obscured objects with a physics-driven self-training neural network
This study introduces a new deep learning method for 3D terahertz (THz) imaging, reconstructing scenes from power-only data. The approach effectively handles partially obscured objects and minimizes interference, even with limited data.
Area of Science:
- Optics and Photonics
- Artificial Intelligence
- Imaging Science
Background:
- Terahertz (THz) imaging offers unique capabilities for non-ionizing 3D scene reconstruction.
- Traditional holographic imaging requires phase information, which is often unavailable.
- Reconstructing 3D scenes from power-only THz data presents significant challenges due to missing phase information.
Purpose of the Study:
- To develop an artificial intelligence-supported method for 3D holographic imaging using coherent terahertz radiation.
- To reconstruct 3D scenes from intensity-only measurements, overcoming the limitation of phase retrieval.
- To address challenges in reconstructing partially obscured objects and minimizing interference in THz imaging.
Main Methods:
- A physics-informed deep learning (DL) algorithm was developed, incorporating angular spectrum theory as prior knowledge.
- A synthetic dataset of diffraction patterns was generated using object information.
- A physics-informed neural network (NN) was self-trained using both synthetic and unlabeled experimental THz data.
- A recursive training strategy was employed, where the NN iteratively predicted and reincorporated images into the training set.
Main Results:
- The DL approach successfully reconstructed 3D scenes from power-only THz images.
- The method demonstrated effectiveness in reconstructing partially obscured objects.
- Mutual interference during object reconstruction was minimized.
- The approach showed robustness and effectiveness in data-scarce scenarios.
Conclusions:
- The proposed physics-informed DL method significantly advances 3D THz imaging capabilities.
- This technique provides a viable solution for reconstructing 3D scenes when phase information is absent.
- The self-training strategy enables effective learning from limited and unlabeled experimental data, paving the way for practical applications.
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