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A novel hybrid reconstruction algorithm for first generation incoherent scatter CT (ISCT) of large objects with potential medical imaging applications

机译:具有潜在医学成像应用的大对象第一代非相干散射CT(ISCT)的新型混合重建算法

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摘要

This work presents a first generation incoherent scatter CT (ISCT) hybrid (analytic-iterative) reconstruction algorithm for accurate ρe imaging of objects with clinically relevant sizes. The algorithm reconstructs quantitative images of ρe within a few iterations, avoiding the challenges of optimization based reconstruction algorithms while addressing the limitations of current analytical algorithms. A 4π detector is conceptualized in order to address the issue of directional dependency and is then replaced with a ring of detectors which detect a constant fraction of the scattered photons. The ISCT algorithm corrects for the attenuation of photons using a limited number of iterations and filtered back projection (FBP) for image reconstruction. This results in a hybrid reconstruction algorithm that was tested with sinograms generated by Monte Carlo (MC) and analytical (AN) simulations. Results show that the ISCT algorithm is weakly dependent on the ρ _e initial estimate. Simulation results show that the proposed algorithm reconstruct ρ e images with a mean error of -1% ± 3% for the AN model and from -6% to -8% for the MC model. Finally, the algorithm is capable of reconstructing qualitatively good images even in the presence of multiple scatter. The proposed algorithm would be suitable for in-vivo medical imaging as long as practical limitations can be addressed.
机译:这项工作提出了第一代非相干散射CT(ISCT)混合(解析迭代)重建算法,用于对具有临床相关大小的物体进行精确pe成像。该算法可在几次迭代中重建ρe的定量图像,从而避免了基于优化的重建算法的挑战,同时解决了当前分析算法的局限性。为了解决方向依赖性的问题,将4π检测器概念化,然后将其替换为检测器,以检测恒定比例的散射光子。 ISCT算法使用有限的迭代次数和滤波后的反投影(FBP)来校正光子的衰减,以进行图像重建。这产生了一种混合重建算法,该算法已通过蒙特卡洛(MC)和分析(AN)模拟生成的正弦图进行了测试。结果表明,ISCT算法几乎不依赖于ρ_e初始估计。仿真结果表明,所提出的算法重建ρe图像,AN模型的平均误差为-1%±3%,而MC模型的平均误差为-6%至-8%。最后,即使在存在多个散射的情况下,该算法也能够重建质量良好的图像。只要可以解决实际限制,建议的算法将适合于体内医学成像。

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