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Practical considerations for image-based PSF and blobs reconstruction in PET

机译:PET中基于图像的PSF和斑点重建的实际考虑

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摘要

Iterative reconstructions in positron emission tomography (PET) need a model relating the recorded data to the object/patient being imaged, called the system matrix (SM). The more realistic this model, the better the spatial resolution in the reconstructed images. However, a serious concern when using a SM that accurately models the resolution properties of the PET system is the undesirable edge artefact, visible through oscillations near sharp discontinuities in the reconstructed images. This artefact is a natural consequence of solving an ill-conditioned inverse problem, where the recorded data are band-limited. In this paper, we focus on practical aspects when considering image-based point-spread function (PSF) reconstructions. To remove the edge artefact, we propose to use a particular case of the method of sieves (Grenander 1981 Abstract Inference New York: Wiley), which simply consists in performing a standard PSF reconstruction, followed by a post-smoothing using the PSF as the convolution kernel. Using analytical simulations, we investigate the impact of different reconstruction and PSF modelling parameters on the edge artefact and its suppression, in the case of noise-free data and an exactly known PSF. Using Monte-Carlo simulations, we assess the proposed method of sieves with respect to the choice of the geometric projector and the PSF model used in the reconstruction. When the PSF model is accurately known, we show that the proposed method of sieves succeeds in completely suppressing the edge artefact, though after a number of iterations higher than typically used in practice. When applying the method to realistic data (i.e. unknown true SM and noisy data), we show that the choice of the geometric projector and the PSF model does not impact the results in terms of noise and contrast recovery, as long as the PSF has a width close to the true PSF one. Equivalent results were obtained using either blobs or voxels in the same conditions (i.e. the blob's density function being the same as the voxel-based PSF). From a practical point-of-view, the method can be used to perform fast reconstructions based on very simple models (compared to sinogram-based PSF modelling), producing artefact-free images with a better compromise between noise and spatial resolution than images reconstructed without or with under-estimated PSF. Besides, the method inherently limits the spatial resolution in the reconstructed images to the intrinsic one of the PET system.
机译:正电子发射断层扫描(PET)中的迭代重建需要一个将记录的数据与要成像的对象/患者相关的模型,称为系统矩阵(SM)。该模型越逼真,则重构图像中的空间分辨率越好。然而,当使用精确地对PET系统的分辨率特性建模的SM时,一个严重的问题是不希望有的边缘伪影,该伪影可通过重构图像中尖锐不连续附近的振荡而看到。该伪像是解决病态逆问题的自然结果,在逆病中,记录的数据受到频带限制。在本文中,当考虑基于图像的点扩展函数(PSF)重构时,我们将重点放在实际方面。为了消除边缘伪影,我们建议使用筛网方法的一种特殊情况(Grenander 1981抽象推断纽约:Wiley),该方法仅包括执行标准的PSF重建,然后使用PSF作为后平滑处理。卷积核。使用分析模拟,在无噪声数据和确切已知的PSF的情况下,我们研究了不同的重建和PSF建模参数对边缘伪影及其抑制的影响。使用蒙特卡洛模拟,我们就所选择的筛网方法(关于几何投影仪的选择和重建中使用的PSF模型)进行了评估。当精确地知道了PSF模型后,我们证明了所提出的筛网方法可以成功地完全抑制边缘伪影,尽管经过多次迭代后比实际使用的要高。当将该方法应用于真实数据(即未知的真实SM和噪波数据)时,我们证明,只要PSF具有以下特征,几何投影仪和PSF模型的选择就不会影响噪声和对比度恢复方面的结果。宽度接近真正的PSF之一。在相同条件下使用斑点或体素获得等效结果(即,斑点的密度函数与基于体素的PSF相同)。从实际的角度来看,该方法可用于基于非常简单的模型(与基于正弦图的PSF建模相比)执行快速重建,从而生成无伪像的图像,其噪声和空间分辨率之间的折衷比重建的图像更好。没有或有低估的PSF。此外,该方法固有地将重建图像中的空间分辨率限制为PET系统的本质之一。

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