• Title/Summary/Keyword: directional algebraic reconstruction technique

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Modified Directional Algebraic Reconstruction Technique Using Adjacent Current Pattern (인접전류패턴을 사용한 변형된 방향 대수적 영상복원법)

  • Kim, Ji Hoon;Kim, Chan Yong;Kim, Kyung Youn;Choi, Bong Yeol
    • Journal of the Institute of Electronics and Information Engineers
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    • v.49 no.12
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    • pp.256-264
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    • 2012
  • The directional algebraic reconstruction technique (DART) using the trigonometric current pattern is one of the image reconstruction algorithms in electrical impedance tomography (EIT). This method needs to compute resistances between electrode pairs as using relation between the injected currents and measured voltages for the reconstruction of the inner image. The delay time is incurred in this process. Therefore this paper proposes modified directional algebraic reconstruction technique (mDART) using the adjacent current pattern instead of the trigonometric current pattern to solve the delay time for initial resistance values. The proposed method uses measured voltages instead of computed resistances in the reconstruction algorithm. Hence this method can eliminate the delay time because it does not use the resistances. In conclusion, the proposed method improves image quality and image reconstruction time by using the adjacent current pattern. To prove performance of the proposed method, we carried on computer simulation of various cases.