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Modified simultaneous algebraic reconstruction technique and its application to image reconstruction

机译:改进的同时代数重建技术及其在图像重建中的应用

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Image reconstruction from projection is usually encountered in computerized tomography (CT) diagnosis. Based on the factors of economy and practicality, optical CT is now developing in the direction of reconstruction from fewer views or limited view range. However, in this condition, conventional simultaneous algebraic reconstruction technique (SART) has shown some shortcomings. A modified simultaneous algebraic reconstruction technique (MSART) is presented here, which takes into account not only the pixel value but also the segment length of the intersecting ray in error-correction procedure. The computer simulation makes comparing studies of SART and MSART. The results show that MSART solves the edge distortion effectively and makes encouraging improvement in reconstruction quality with sparse data. Even applied to image reconstruction from projection with noise, MSART works well.
机译:从投影的图像重建通常遇到在计算机层面扫描(CT)诊断中。 基于经济和实用性的因素,光学CT现在正在从更少的视图或有限的视图范围内的重建方向发展。 然而,在这种情况下,传统的同步代数重建技术(SART)显示了一些缺点。 这里介绍了修改的同时代数重建技术(MSART),这不仅考虑了像素值,而且考虑了误差校正过程中交叉射线的段长度。 计算机仿真使SART和MSART的研究进行了比较。 结果表明,MSART有效地解决了边缘失真,并令人鼓舞的重建质量与稀疏数据的改进。 MSART甚至应用于从噪声投影的图像重建,MSART很好。

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