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Scatter correction with combined single-scatter simulation and Monte Carlo simulation for 3D PET

机译:结合3D PET的单点散射仿真和Monte Carlo模拟相结合的散射校正

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In positron emission tomography (PET) imaging, scattered gamma photons typically account for more than 30% of total detected coincidence counts. Single scatter simulation (SSS) method is widely used for estimating scatter contribution in PET image reconstruction. Monte Carlo (MC) techniques are more accurate but computationally expensive. When using SSS, the modeled scatter contribution is typically scaled to match the measured data. Typically tail fitting is used for this scaling. However, when the available tail part is either too small or too noisy, the tail fitting technique may lead to artifacts in the reconstructed images. In this study, a hybrid method that combines SSS and MC is presented. The method uses SSS to approximate the shape of scatter contribution, and scales the SSS result by a scaling factor derived from a low-count MC simulation. Effectiveness of the method is evaluated with phantom and patient studies. Images reconstructed using SSS with tail-fitting scaling (SSS-TFS) and SSS with Monte Carlo scaling (SSS-MCS) are compared. Results show that SSS-MCS significantly reduces or eliminates the artifacts that present in SSS-TFS images. For smaller objects, both SSS-MCS and SSS-TFS produce artifact-free images. The MC simulation takes less than a second on a computer with 8 CPU cores to achieve less than 1% of scatter scaling factor variation. A hybrid scatter correction method that combines SSS and Monte Carlo simulation is developed for PET reconstruction. The method demonstrates a significant improvement in scatter correction accuracy. The added computational cost is negligible.
机译:在正电子发射断层扫描(PET)成像中,散射的伽马光子通常占检测到的所有符合计数的30%以上。单散射模拟(SSS)方法被广泛用于估计PET图像重建中的散射贡献。蒙特卡洛(MC)技术更准确,但计算量大。使用SSS时,通常会按比例调整建模的散射贡献以匹配测量数据。通常,将尾部拟合用于此缩放。但是,当可用的尾巴部分太小或太吵时,尾巴拟合技术可能会导致重建图像中出现伪像。在这项研究中,提出了一种结合了SSS和MC的混合方法。该方法使用SSS来估计散射贡献的形状,并通过从低计数MC仿真得出的比例因子来缩放SSS结果。通过幻像和患者研究评估了该方法的有效性。比较了使用具有尾部拟合缩放比例的SSS(SSS-TFS)和具有Monte Carlo缩放比例的SSS(SSS-MCS)重建的图像。结果表明,SSS-MCS显着减少或消除了SSS-TFS图像中存在的伪影。对于较小的对象,SSS-MCS和SSS-TFS均会生成无伪像的图像。在具有8个CPU内核的计算机上,MC仿真花费不到一秒钟的时间即可实现分散比例因子变化的不到1%。结合SSS和蒙特卡罗模拟的混合散射校正方法被开发用于PET重建。该方法证明了散射校正精度的显着提高。所增加的计算成本可以忽略不计。

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