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Inter-slice complementarity enhanced ring artifact removal using central region reinforced neural network.

Yikun Zhang1,2, Guannan Liu1,2, Zhanghao Chen1,2

  • 1Laboratory of Image Science and Technology, School of Computer Science and Engineering, Southeast University, Nanjing 210096, People's Republic of China.

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Photon-counting detector computed tomography (CT) systems face ring artifacts due to complex detector responses. The novel inter-slice complementarity enhanced ring artifact removal (ICE-RAR) algorithm effectively reduces these artifacts, improving image quality.

Keywords:
central region reinforced neural networkcomputed tomographydeep learninginter-slice complementarityring artifact removal

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Area of Science:

  • Medical Imaging
  • Computational Imaging
  • Photon-Counting Detectors

Background:

  • Non-uniform detector responses in computed tomography (CT) cause ring artifacts.
  • Standard calibration methods are insufficient for photon-counting detectors (PCDs).
  • Effective ring artifact removal (RAR) is crucial for PCD-based CT systems.

Purpose of the Study:

  • To develop a high-performance RAR algorithm for PCD-based CT.
  • To address challenges in central region artifact removal.
  • To leverage inter-slice information for enhanced artifact elimination.

Main Methods:

  • Proposed the inter-slice complementarity enhanced RAR (ICE-RAR) algorithm.
  • Utilized a dual-branch neural network for global and central region restoration.
  • Incorporated inter-slice complementarity to address vertical detector non-uniformity.

Main Results:

  • ICE-RAR effectively reduced ring artifacts in simulated and real PCD CT datasets.
  • The algorithm preserved structural details in reconstructed images.
  • Models trained on simulated data generalized to real-world PCD CT data.

Conclusions:

  • ICE-RAR demonstrates significant potential for practical ring artifact removal in PCD-based CT systems.
  • The method shows effectiveness in both artifact reduction and image detail preservation.
  • The algorithm's ability to generalize from simulated to real data highlights its practical applicability.