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Noise Correlation in CBCT Projection Data and its Application for Noise Reduction in Low-dose CBCT

机译:CBCT投影数据中的噪声相关性及其在低剂量CBCT降噪中的应用

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There are growing interests in using cone-beam computed tomography (CBCT) for patient treatment position setup and dose evaluation in radiation therapy. The repeated use of CBCT during the course of a treatment has raised concerns of extra radiation dose delivered to patients. One way to reduce radiation dose delivered to patients during CBCT procedure is to acquire CT projection data with a lower mAs level. However, the image quality of the projection image and the reconstructed CBCT image will degrade due to excessive quantum noise as a result of low mAs protocol. In this work, we first studied the noise properties of CBCT projection data from repeated scan and then improved low-dose CBCT image quality by restoring CBCT projection images based on an improved noise model of CBCT projection data. Analysis of repeated measurements show that noise is correlated among nearest neighbors in projection data, i.e., covariance matrix of projection data noise is non-diagonal. The covariance matrix of noise provides the knowledge of second-order statistics of noise, which may lead to more accurate estimation for statistical image reconstruction and restoration algorithm. We constructed the penalized weighted least-squares (PWLS) objective function by incorporating the noise correlation of CBCT projection data. The optimal solution of the line integrals is then estimated by minimizing the PWLS objective function. A quality assurance phantom was used to evaluate the presented algorithm for noise reduction in low-dose CBCT.
机译:使用锥形束计算机断层扫描(CBCT)进行放射治疗中患者治疗位置设置和剂量评估的兴趣日益浓厚。在治疗过程中反复使用CBCT引起了人们对向患者提供额外辐射剂量的担忧。减少在CBCT程序中传递给患者的辐射剂量的一种方法是获取具有较低mAs水平的CT投影数据。然而,由于低mAs协议的结果,由于过量的量子噪声,投影图像和重建的CBCT图像的图像质量将下降。在这项工作中,我们首先研究了来自重复扫描的CBCT投影数据的噪声特性,然后通过基于改进的CBCT投影数据噪声模型恢复CBCT投影图像来改善低剂量CBCT图像质量。重复测量的分析表明,噪声与投影数据中的最邻近像素相关,即,投影数据噪声的协方差矩阵是非对角的。噪声的协方差矩阵提供了噪声的二阶统计信息,可以为统计图像的重建和恢复算法带来更准确的估计。通过结合CBCT投影数据的噪声相关性,我们构造了惩罚加权最小二乘(PWLS)目标函数。然后通过最小化PWLS目标函数来估计线积分的最佳解。质量保证模型用于评估所提出的低剂量CBCT降噪算法。

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