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- FDK算法FDK algorithm
- 该算法将单圆源轨扫描获得的投影通过FDK算法进行重建,将补全的缺失数据通过基于Grangeat公式精确重建算法重建,最后将两部分重建结果进行叠加得到最终的结果。The first sub-result is calculated by applying the FDK algorithm to the projection data acquired by a single circular orbit scan, the second sub-result is a correction received by applying SVFBP algorithm to the missing Radon data acquired by extrapolation, the final result is the sum of the two sub-results.
- 数据仿真实验结果表明 ,该算法在保持与传统FDK算法有相同的计算复杂度的同时 ,重建图像的质量有了明显的提高 ,可以确保在较大的锥角范围内获得满意的重建图像 .Then,the rebinned oblique parallel projection data are pre-weighting filtered. Finally,the filtered projection data are backprojected to the final 3-D reconstructed image data. Theory and experimental results show that the algorithm has the same computational complexity as traditional FDK algorithm while the image quality can be improved in the reconstruction.
- 目前锥束CT普遍采用FDK算法,该算法基于单圆源轨,在小锥角下取得较好的重建效果。FDK method is the most common kind of 3D image reconstruction algorithm in cone beam CT at present, which is based on a scanning circle and reconstructs images satisfactorily in the small cone angle case.
- FDK重建算法FDK reconstruction algorithm
- 算法设计algorithm design
- 算法设计与分析The Design and Analysis of Algorithm
- 分析表明,其水平方向的有效扫描视野比基于FDK的圆轨道锥束扫描三维CT提高了80%以上。Anlysis shows that the scan field of view along the horizon can be improved no less than 80%25 compared with cone-beam 3D-CT based on FDK and circular orbit scan mode.
- 控制算法control algorithm
- 聚类算法clustering algorithm
- 启发式算法heuristic algorithm
- 迭代算法iterative algorithm
- 最优控制算法algorithm for optimal control
- 渐缩算法knapsack algorithm
- 调度算法scheduling algorithm
- 基于转角增量关系的FDK锥束重建改进算法Modified FDK cone-beam reconstruction algorithm based on relationship of rotation angle increment
- K-P算法K-P calculation
- KKR算法KKR calculation
- 逼近算法approximate algorithm