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首页> 外文期刊>IEEE Transactions on Radiation and Plasma Medical Sciences >Evaluation of In-Beam PET Treatment Verification in Proton Therapy With Different Reconstruction Methods
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Evaluation of In-Beam PET Treatment Verification in Proton Therapy With Different Reconstruction Methods

机译:不同重建方法对质子治疗中束流内PET治疗验证的评价

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摘要

In-beam positron emission tomography (PET) monitoring can provide early treatment assessment in proton therapy. However, open ring configurations and low positron emitter production yields degrade image quality, hampering the assessment accuracy. To achieve the highest precision for range monitoring, it is compulsory to mitigate image noise and compensate for data truncation. The goal of this article is to study the performance of state-of-the-art algorithms for in-beam PET image reconstruction, by evaluating the impact of the system response model and assessing the accuracy of range measurements. The approaches investigated here were maximum-a-posteriori algorithms combined with total-variation and medianroot priors. Maximum-likelihood-expectation-maximization was used as reference. To compute the system matrix, different models were compared: a precise Monte Carlo model, and single-ray tracing with and without Gaussian blurring in image space. The proposed methods were tested on simulations of spread-out-bragg-peaks delivered on phantoms. The in-beam PET innovative imaging scanner geometry was used as a case study. After image post-processing, the explored methods delivered similar results. This article demonstrates the feasibility and reliability of using a simple and fast reconstruction method to perform range evaluations, given the correct image post-processing.
机译:束中正电子发射断层扫描(PET)监测可以提供质子治疗中的早期治疗评估。但是,开环配置和低正电子发射器产量会降低图像质量,从而影响评估准确性。为了实现范围监视的最高精度,必须降低图像噪声并补偿数据截断。本文的目的是通过评估系统响应模型的影响并评估距离测量的准确性,来研究用于束内PET图像重建的最新算法的性能。这里研究的方法是最大后验算法与总变异和中值根先验相结合。最大似然期望最大化被用作参考。为了计算系统矩阵,比较了不同的模型:精确的蒙特卡洛模型,以及在图像空间中有无高斯模糊的单射线跟踪。所提出的方法在幻像上传播的布拉格峰的模拟上进行了测试。光束内PET创新成像扫描仪的几何形状用作案例研究。经过图像后处理后,探索的方法获得了相似的结果。本文演示了在给定正确的图像后处理的情况下,使用简单快速的重建方法进行范围评估的可行性和可靠性。

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