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Development of High Speed and High Precision X-ray Image Reconstruction System in Computed Tomography for Soft Tissues Based on The Non-Uniform Sampling Theorem

Research Project

Project/Area Number 15560356
Research Category

Grant-in-Aid for Scientific Research (C)

Allocation TypeSingle-year Grants
Section一般
Research Field Measurement engineering
Research InstitutionUniversity of Tsukuba

Principal Investigator

SASAKI Kimio  University of Tsukuba, Graduate School Systems and Information Engineering, Professor, 大学院・システム情報工学研究科, 教授 (90016767)

Project Period (FY) 2003 – 2005
Project Status Completed (Fiscal Year 2005)
Budget Amount *help
¥2,500,000 (Direct Cost: ¥2,500,000)
Fiscal Year 2005: ¥500,000 (Direct Cost: ¥500,000)
Fiscal Year 2004: ¥1,000,000 (Direct Cost: ¥1,000,000)
Fiscal Year 2003: ¥1,000,000 (Direct Cost: ¥1,000,000)
KeywordsNon-uniform sampling theorem / X-ray CT image reconstruction / Precision enhancement of CT image reconstruction / Estimation of spatial frequency spectrum at high frequency / Speeding up of CT image reconstruction / Image reconstruction by using DSP / CT画像再構成法の高精度化 / DSPによる画像再構成の高速化 / 空間周波数情報の推定 / 逐次処理によるCT画像再構成の高速化
Research Abstract

For the purpose of developing a high speed and high precision X-ray CT image reconstruction system for soft tissues, we investigated the previously proposed 2D-image reconstruction method in computed tomography based on the non-uniform sampling theorem, from the viewpoints of both software and hardware implementations, in order to enhance its performance, i.e., sensitivity reduction to additive noises in projection data acquisition and highly speedy image reconstruction, and the following main results are obtained :
(1)By automatically extracting the spatial frequency spectrum superior to the estimated mean level of the noises at high frequency, sensitivity of the system to them is reduced to an amount lower than that of the 2D-FT method, which is the most precise one of the conventional. As a result, precision of the system is enhanced by 6dB to 10dB, compared with that of the previously proposed one under the detected SNR of 40dB to 20dB, while its reduction being suppressed only by a … More n amount less than or equal to 0.5dB when no noise exists.
(2)The newly developed method mentioned above is effective for reducing computation time. It can save 74% of the time by the previously proposed, but needs an extra time by the amount of 30% more than that by the conventional 2D-FT one. Since the developed method works further effectively with increase of the noise level, it is expected to reconstruct the image in a computation time comparable with the latter in actual applications.
(3)With a high speed DSP board of floating point type, computation time is reduced to 64% of that by the previous method without any reduction of precision, while it is to 38% with reduced precision of about 10dB when the DSP of fixed point type being used. In this research, to detour storing the vast amount of sine and cosine table required for 2D-IDFT of non-uniformly sampled spatial frequency spectrum, the previously proposed speedy iterative algorithm based on the additive law of triangular functions is used, but contrary, the algorithm is considered to inhibit the high speed calculation ability by the pipeline processing equipped with the DSPs.
(4)By computer simulation based on the developed algorithm of iterative parallel processing, it is confirmed that iteratively reconstructed images can be observed every a pre-designated amount of projection data is acquired, and the final image can be reconstructed almost in a computation time inversely proportional to the number of used personal computers, just after all the projection data have been acquired. Less

Report

(4 results)
  • 2005 Annual Research Report   Final Research Report Summary
  • 2004 Annual Research Report
  • 2003 Annual Research Report
  • Research Products

    (6 results)

All 2005 2004 2000

All Journal Article (4 results) Patent(Industrial Property Rights) (2 results)

  • [Journal Article] 不等間隔標本化定理に基づくCT画像再構成システムの高性能化2005

    • Author(s)
      佐々木公男, 吉田尚史
    • Journal Title

      第48回自動制御連合講演会講演論文集 Cl-33(CD-ROM)

      Pages: 45-50

    • NAID

      130004599624

    • Description
      「研究成果報告書概要(和文)」より
    • Related Report
      2005 Final Research Report Summary
  • [Journal Article] Performance Enhancement of 2D-Image Reconstruction System in Computed Tomography Based on Non-Uniform Sampling Theorem2005

    • Author(s)
      K.Sasaki, N.Yoshida
    • Journal Title

      Proc.of the 48th Japan Joint Automatic Control Conference C1-33(CD-ROM)

      Pages: 45-50

    • NAID

      130004599624

    • Description
      「研究成果報告書概要(欧文)」より
    • Related Report
      2005 Final Research Report Summary
  • [Journal Article] 不等間隔標本化定理に基づくCT画像再構成の高精度化2004

    • Author(s)
      佐々木公男, 吉田尚史
    • Journal Title

      第51回応用物理学連合講演会講演予稿集、29a-YB-4 No.1

      Pages: 183-183

    • Description
      「研究成果報告書概要(和文)」より
    • Related Report
      2005 Final Research Report Summary
  • [Journal Article] Precision Enhancement of CT Image Reconstruction Based on Non-Uniform Sampling Theorem2004

    • Author(s)
      K.Sasaki, N.Yoshida
    • Journal Title

      Extended Abstracts of the 51st Spring Meeting, The Japan Society of Applied Physics and Related Societies, Measurement and Control, 29a-YB-4 Volume No.1, 2

      Pages: 183-183

    • Description
      「研究成果報告書概要(欧文)」より
    • Related Report
      2005 Final Research Report Summary
  • [Patent(Industrial Property Rights)] CT画像再構成システム2000

    • Inventor(s)
      佐々木公男
    • Industrial Property Rights Holder
      科学技術振興事業団
    • Filing Date
      2000-02-14
    • Description
      「研究成果報告書概要(和文)」より
    • Related Report
      2005 Final Research Report Summary
  • [Patent(Industrial Property Rights)] CT画像再構成システム2000

    • Inventor(s)
      佐々木 公男
    • Industrial Property Rights Holder
      科学技術振興事業団
    • Industrial Property Number
      2000-035908
    • Filing Date
      2000-02-14
    • Related Report
      2005 Annual Research Report

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Published: 2003-04-01   Modified: 2016-04-21  

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