Iterative reconstruction algorithm for optoacoustic imaging

被引:229
|
作者
Paltauf, G
Viator, JA
Prahl, SA
Jacques, SL
机构
[1] Oregon Med Laser Ctr, Portland, OR USA
[2] Oregon Grad Inst, Portland, OR USA
来源
关键词
D O I
10.1121/1.1501898
中图分类号
O42 [声学];
学科分类号
070206 ; 082403 ;
摘要
Optoacoustic imaging is based on the generation of thermoelastic stress waves by heating an object in an optically heterogeneous medium with a short laser pulse. The stress waves contain information about the distribution of structures with preferential optical absorption. Detection of the waves with an array of broadband ultrasound detectors at the surface of the medium and applying a backprojection algorithm is used to create a map of absorbed energy inside the medium. With conventional reconstruction methods a large number of detector elements and filtering of the signals are necessary to reduce backprojection artifacts. As an alternative this study proposes an iterative procedure. The algorithm is designed to minimize the error between measured signals and signals calculated from the reconstructed image. In experiments using broadband optical ultrasound detectors and in simulations the algorithm was used to obtain three-dimensional images of multiple optoacoustic sources, With signals from a planar array of 3X3 detector elements a significant improvement was observed after about 10 iterations compared to the simple radial backprojection. Compared to conventional methods using filtered backprojection, the iterative method is computationally more intensive but requires less time and instrumentation for signal acquisition. (C) 2002 Acoustical Society of America.
引用
收藏
页码:1536 / 1544
页数:9
相关论文
共 50 条
  • [1] Iterative reconstruction algorithm for reduction of echo background in optoacoustic images
    Jaeger, Michael
    Frenz, Martin
    Schweizer, Dieter
    PHOTONS PLUS ULTRASOUND: IMAGING AND SENSING 2008: THE NINTH CONFERENCE ON BIOMEDICAL THERMOACOUSTICS, OPTOACOUSTICS, AND ACOUSTIC-OPTICS, 2008, 6856
  • [2] Iterative reconstruction method for three-dimensional optoacoustic imaging
    Paltauf, G
    Viator, JA
    Prahl, SA
    Jacques, SL
    BIOMEDICAL OPTOACOUSTICS II, 2001, 4256 : 138 - 146
  • [3] Optoacoustic imaging using a three-dimensional reconstruction algorithm
    Köstli, KP
    Frauchiger, D
    Niederhauser, JJ
    Paltauf, G
    Weber, HP
    Frenz, M
    IEEE JOURNAL OF SELECTED TOPICS IN QUANTUM ELECTRONICS, 2001, 7 (06) : 918 - 923
  • [4] Iterative algorithm of digital reconstruction of coding imaging
    Cheng, Jing
    Han, Shensheng
    Xu, Zhizhan
    Guangxue Xuebao/Acta Optica Sinica, 1998, 18 (10): : 1349 - 1354
  • [5] Investigation of iterative image reconstruction in optoacoustic tomography
    Wang, Kun
    Su, Richard
    Oraevsky, Alexander A.
    Anastasio, Mark A.
    PHOTONS PLUS ULTRASOUND: IMAGING AND SENSING 2012, 2012, 8223
  • [6] Reconstruction technique for optoacoustic imaging
    Frenz, M
    Köstli, KP
    Paltauf, G
    Schmidt-Kloiber, H
    Weber, HP
    BIOMEDICAL OPTOACOUSTICS II, 2001, 4256 : 130 - 137
  • [7] An iterative reconstruction algorithm without system matrix for EPR imaging
    Qiao, Zhiwei
    Lu, Yang
    Liu, Peng
    Epel, Boris
    Halpern, Howard
    JOURNAL OF MAGNETIC RESONANCE, 2022, 344
  • [8] An Iterative CT Reconstruction Algorithm for Fast Fluid Flow Imaging
    Van Eyndhoven, Geert
    Batenburg, K. Joost
    Kazantsev, Daniil
    Van Nieuwenhove, Vincent
    Lee, Peter D.
    Dobson, Katherine J.
    Sijbers, Jan
    IEEE TRANSACTIONS ON IMAGE PROCESSING, 2015, 24 (11) : 4446 - 4458
  • [9] An ART iterative reconstruction algorithm for computed tomography of diffraction enhanced imaging
    王振天
    张丽
    黄志峰
    康克军
    陈志强
    方侨光
    朱佩平
    中国物理C, 2009, (11) : 975 - 980
  • [10] Fast Iterative Reconstruction Algorithm for Microwave-Induced Thermoacoustic Imaging
    Nan, Hao
    Haghi, Benyamin Allahgholizadeh
    Aliroteh, Miaad S.
    Fallahpour, Mojtaba
    Arbabian, Amin
    PROCEEDINGS OF 2016 IEEE BIOMEDICAL CIRCUITS AND SYSTEMS CONFERENCE (BIOCAS), 2016, : 1 - 4