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A Ring Artifact Correction Method: Validation by Micro-CT Imaging with Flat-Panel Detectors and a 2D Photon-Counting Detector

机译:环形伪影校正方法:通过带有平板探测器和二维光子计数探测器的Micro-CT成像进行验证

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摘要

We introduce an efficient ring artifact correction method for a cone-beam computed tomography (CT). In the first step, we correct the defective pixels whose values are close to zero or saturated in the projection domain. In the second step, we compute the mean value at each detector element along the view angle in the sinogram to obtain the one-dimensional (1D) mean vector, and we then compute the 1D correction vector by taking inverse of the mean vector. We multiply the correction vector with the sinogram row by row over all view angles. In the third step, we apply a Gaussian filter on the difference image between the original CT image and the corrected CT image obtained in the previous step. The filtered difference image is added to the corrected CT image to compensate the possible contrast anomaly that may appear due to the contrast change in the sinogram after removing stripe artifacts. We applied the proposed method to the projection data acquired by two flat-panel detectors (FPDs) and a silicon-based photon-counting X-ray detector (PCXD). Micro-CT imaging experiments of phantoms and a small animal have shown that the proposed method can greatly reduce ring artifacts regardless of detector types. Despite the great reduction of ring artifacts, the proposed method does not compromise the original spatial resolution and contrast.
机译:我们介绍了一种用于锥束计算机断层扫描(CT)的高效环形伪影校正方法。第一步,我们校正在投影域中值接近零或饱和的缺陷像素。在第二步中,我们沿着正弦图中的视角计算每个检测器元素处的平均值,以获得一维(1D)平均矢量,然后通过取平均矢量的逆值来计算一维校正矢量。我们将校正向量与正弦图在所有视角上逐行相乘。在第三步中,我们对原始CT图像和在上一步中获得的校正后的CT图像之间的差异图像应用高斯滤波器。将滤波后的差异图像添加到校正后的CT图像中,以补偿由于去除条纹伪影后正弦图中的对比度变化而可能出现的可能的对比度异常。我们将提出的方法应用于由两个平板探测器(FPD)和基于硅的光子计数X射线探测器(PCXD)采集的投影数据。幻影和一只小动物的Micro-CT成像实验表明,无论检测器类型如何,所提出的方法都可以大大减少环形伪影。尽管大大减少了环状伪影,但所提出的方法并未损害原始的空间分辨率和对比度。

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