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  • [Med Phys.] A weighted rebinned backprojection-filtration algorithm from partially beam-blocked data for a single-scan cone-beam CT with hybrid type scatter correction.

    [Med Phys.] A weighted rebinned backprojection-filtration algorithm from partially beam-blocked data for a single-scan cone-beam CT with hybrid type scatter correction.하이브리드 형 산란 보정을 사용하는 단일 스캔 콘 빔 CT에 대한 부분 빔 차단 데이터의 가중 된 재 반전 된 역 투영 필터링 알고리즘 연구

    KAIST / 민종환, 조승룡*

  • 출처
    Med Phys.
  • 등재일
    2019 Mar
  • 저널이슈번호
    46(3):1182-1197. doi: 10.1002/mp.13365. Epub 2019 Jan 25.
  • 내용

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    Abstract
    PURPOSE:
    Scatter contamination constitutes a dominant source of degradation of image quality in cone-beam computed tomography (CBCT). We have recently developed an analytic image reconstruction method with a scatter correction capability from the partially blocked cone-beam data out of a single scan. Despite its easy implementation and its computational efficiency, the developed method may result in additional image artifacts for a large cone angle geometry due to data inconsistency. To improve the image quality at a large cone angle, we propose a weighted rebinned backprojection-filtration (wrBPF) algorithm in conjunction with a hybrid type scatter correction approach.

    METHODS:
    The proposed method uses a beam-blocker array that provides partial data for scatter correction and image reconstruction and that only blocks the beam within a limited cone angle. This design allows a chance to keep the image quality at larger cone angles by use of data redundancy since the projection data corresponding to larger cone angles are not blocked. However, the scatter correction would not be straightforward. In order to correct for the scatter in the projections at larger cone angles, we propose a novel scatter correction method combining a measurement-based and a convolution-based method. We first estimated the scatter signal using a measurement-based method in the partially beam-blocked regions, and then optimized the fitting parameters of a convolution-kernel that can be used for scatter correction in the projections at larger cone angles. For image reconstruction, we developed a wrBPF with butterfly filtering. We have conducted an experimental study to validate the proposed algorithm for image reconstruction and scatter correction.

    RESULTS:
    The experimental results revealed that the developed reconstruction method makes full use of the benefits of partial beam-blocking for scatter correction and image reconstruction and at the same time enhances image quality at larger cone angles by use of an optimized convolution-based scatter correction.

    CONCLUSIONS:
    The proposed method that enjoys the advantages of both measurement-based and convolution-based methods for scatter correction has successfully demonstrated its capability of reconstructing accurate images out of a single scan in circular CBCT.

     


    Author information

    Min J1, Pua R1, Kim C1, Park M1, Lee J1,2, Ye SJ3, Cho S1,4.
    1
    Department of Nuclear and Quantum Engineering, Korea Advanced Institute of Science and Technology(KAIST), 291 Daehak-ro, Yuseong-gu, Daejeon, 34141, Republic of Korea.
    2
    Medical Imaging R&D Group, Health&Medical Equipment Business, Samsung Electronics, Suwon, 16677, Republic of Korea.
    3
    Department of Transdisciplinary Studies, Graduate School of Convergence Science and Technology, Seoul National University, Suwon, 16229, Republic of Korea.
    4
    KAIST Institutes for Health Science and Technology & for IT Convergence, 291 Daehak-ro, Yuseong-gu, Daejeon, 34141, Republic of Korea.

  • 키워드
    BPF; cone-beam CT; image reconstruction; scatter correction; x-ray beam-blocker
  • 연구소개
    Cone-Beam CT에서 산란은 영상품질을 저해하는 중요한 요인으로 작용합니다. 본 연구에서는 부분적인 차단막(Beam-blocker)만을 사용하여, 전체적인 Cone-beam 산란분포를 추정할 수 있는 방안을 제안하였습니다. 또한 이전보다 개선된 wrBPF 영상재구성 알고리즘을 개발하여, 큰 Cone-angle 조건하에서도 이전과 동등한 영상품질이 유지됨을 나타내었습니다. 앞으로 산란보정 기법으로 활용되어질 것으로 기대하고 있습니다.
  • 편집위원

    CBCT의 영상 질을 향상시킴으로서 CBCT를 이용한 보다 정밀한 Adaptive planning,을 가능하게 할 수 있는 기반 연구입니다.

    2019-04-17 16:03:25

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