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Matrix approach for processing of iterative reconstruction on cone beam CT

机译:锥形光束CT迭代重建处理矩阵方法

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摘要

Cone-beam computed tomography (CBCT) is an important technique providing new insights into the inner structure of products in industry and medicine physics. Iterative reconstruction methods have been shown to be more robust than analytical algorithm against the noise and limited angles conditions present in CT. Nevertheless, these methods are not extensively used due to their computational demands. In the iteration algorithm, the matrix of projection is massive and it is very time-consuming to calculate the forward projections and back-projections. In this work, we design a matrix approach that the coefficients of the projection matrix are pre-calculated and simultaneously stored with two compressing formats due to the different sparse structures of the matrix and its transposed matrix. And we implement the corresponding SpMV (sparse matrix-vector multiplication) based on the compressing matrices with GPU platform to realize the acceleration. Experimental results indicate that this method allows efficient implementations of reconstruction in CBCT and it can have a better performance than those with serial computing on CPU.
机译:锥形束计算机断层扫描(CBCT)是一种重要的技术,为工业和医药物理学的产品内部结构提供了新的洞察力。已经显示迭代重建方法比对CT中存在的噪声和有限的角度条件的分析算法更加强大。然而,由于其计算需求,这些方法没有广泛使用。在迭代算法中,投影矩阵是大量的,计算前向投影和背部投影非常耗时。在这项工作中,我们设计了一种矩阵方法,即由于矩阵的不同稀疏结构及其转置矩阵,预先计算了投影矩阵的系数并同时存储了两种压缩格式。并且我们基于具有GPU平台的压缩矩阵来实现相应的SPMV(稀疏矩阵矢量乘法)来实现加速度。实验结果表明,该方法允许在CBCT中有效的重建实现,并且它可以具有比CPU串行计算的性能更好。

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