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The deep radon prior-based stationary CT image reconstruction algorithm for two phase flow inspection.
Jiahao Chang1,2, Shuo Xu3, Zirou Jiang1,2
1Institute of Nuclear and New Energy Technology, Tsinghua University, Beijing, China.
Journal of X-Ray Science and Technology
|July 2, 2025
Summary
A new deep learning algorithm, Deep Radon Prior (DRP), accurately measures high-velocity two-phase flow in pipes. This method enhances visualization of small bubbles, improving reactor safety and efficiency.
Area of Science:
- Nuclear Engineering
- Fluid Dynamics
- Medical Imaging
Background:
- Accurate measurement of two-phase flow is vital for reactor safety and efficiency.
- Existing methods struggle with high-velocity flow in small pipes, limiting void fraction and flow pattern identification.
- Stationary computed tomography (CT) offers a potential solution but faces challenges with sparse data acquisition.
Purpose of the Study:
- To develop and validate a novel method for measuring high-velocity two-phase flow in small-diameter pipes.
- To address the limitations of sparse data in CT-based flow measurements.
- To improve the visualization and analysis of two-phase flow patterns and void fractions.
Main Methods:
- Proposed an unsupervised deep learning algorithm, Deep Radon Prior (DRP), for image reconstruction from sparse projection data.
- DRP optimizes errors in the radon domain, integrating neural network learning with iterative algorithms.
- Compared DRP's performance against traditional Filtered Back Projection (FBP) and ADMM-TV algorithms.
Main Results:
- DRP significantly suppressed image artifacts and noise, outperforming FBP and ADMM-TV.
- Achieved superior image reconstruction quality, enabling visualization of 0.3 mm bubbles.
- Demonstrated the algorithm's effectiveness with sparse projection data inherent in the CT system's physical constraints.
Conclusions:
- The DRP algorithm provides a robust and effective solution for high-velocity two-phase flow measurement in small pipes.
- DRP enhances visualization capabilities for small flow structures, crucial for safety and efficiency.
- The algorithm shows broad applicability for various fluid flow patterns and bubble flow measurements.

