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Accelerated model-based iterative reconstruction strategy for sparse-view photoacoustic tomography aided by multi-channel autoencoder priors

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PAT-MDAE

Paper: Accelerated model-based iterative reconstruction strategy for sparse-view photoacoustic tomography aided by multi-channel autoencoder priors
Authors: Xianlin Song, Wenhua Zhong, Zilong Li, Shuchong Peng, Hongyu Zhang, Guijun Wang, Jiaqing Dong, Xuan Liu, Xiaoling Xu, Qiegen Liu
Journal of Biophotonics, https://onlinelibrary.wiley.com/doi/10.1002/jbio.202300281

Date : Dec-2-2023
Version : 1.0
The code and the algorithm are for non-comercial use only.
Copyright 2020, Department of Electronic Information Engineering, Nanchang University.

Photoacoustic tomography (PAT) commonly works in sparse view due to data acquisition limitations. However, reconstruction suffers from serious deterioration (e.g., severe artifacts) using traditional algorithms under sparse view. Here, a novel accelerated model-based iterative reconstruction strategy for sparse-view PAT aided by multi-channel autoencoder priors was proposed. A multi-channel denoising autoencoder network was designed to learn prior information, which provides constraints for model-based iterative reconstruction. This integration accelerates the iteration process, leading to optimal reconstruction outcomes. The performance of the proposed method was evaluated using blood vessels simulation data and experimental data. The results show that the proposed method can achieve superior sparse-view reconstruction with a significant acceleration of iteration. Notably, the proposed method exhibits excellent performance under extremely sparse condition (e.g., 32 projections) compared with the U-Net method, with an improvement of 48% in PSNR and 12% in SSIM for in vivo experimental data.

Method.

Fig. 1. Sparse reconstruction flowchart of PAT based on MAEP method.

Results on simulation data.

Fig. 6. The reconstruction results of different methods for simulated blood vessels under different projections.

Results on phantom experiment data.

Fig. 7. Reconstruction results of different methods on circular phantomdata under different projections.

Results on in vivo experiment data.

Fig. 8. Reconstruction results of differentmethods on in vivomouse data under different projections.

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