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Two-dimensional photoacoustic imaging by use of Fourier-transform image reconstruction and a detector with an anisotropic response

机译:利用傅里叶变换图像重建和具有各向异性响应的探测器进行二维光声成像

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摘要

Theoretical and experimental aspects of two-dimensional (2D) biomedical photoacoustic imaging have been investigated. A 2D Fourier-transform-based reconstruction algorithm that is significantly faster and produces fewer artifacts than simple radial backprojection methods is described. The imagereconstruction time for a 208×482 pixel image is ~1 s. For the practical implementation of 2D photoacoustic imaging, a rectangular detector geometry was used to obtain an anisotropic detection sensitivity in order to reject out-of-plane signals, thereby permitting a tomographic image slice to be reconstructed. This approach was investigated by the numerical modeling of the broadband directional response of a rectangular detector and imaging of various spatially calibrated absorbing targets immersed in a turbid phantom. The experimental setup was based on a Q-switched Nd:YAG excitation laser source and a mechanically line-scanned Fabry-Perot polymer-film ultrasound sensor. For a 800 μm×200 μm rectangular detector, the reconstructed image slice thickness was 0.8 mm up to a vertical distance of z=3.5 mm from the detector, increasing thereafter to 2 mm at z=10 mm. Horizontal and vertical spatial resolutions within the reconstructed slice were approximately 200 and 60 μm, respectively.
机译:二维(2D)生物医学光声成像的理论和实验方面已经进行了研究。描述了一种基于2D傅里叶变换的重建算法,该算法比简单的径向反投影方法要快得多,并且产生的伪像更少。 208×482像素图像的图像重建时间约为1 s。对于2D光声成像的实际实现,为了拒绝平面外信号,使用了矩形检测器几何形状以获得各向异性的检测灵敏度,从而可以重建断层图像切片。通过对矩形检测器的宽带定向响应进行数值建模并对沉浸在浑浊体模中的各种空间校准吸收目标进行成像研究了这种方法。实验装置基于调Q的Nd:YAG激发激光源和机械线扫描Fabry-Perot聚合物膜超声传感器。对于800μm×200μm的矩形检测器,重建的图像切片厚度为0.8 mm,直到与检测器的垂直距离z = 3.5 mm,此后在z = 10 mm时增加到2 mm。重建切片内的水平和垂直空间分辨率分别约为200和60μm。

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    《Applied optics》 |2003年第10期|共10页
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  • 正文语种 eng
  • 中图分类 光学;
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