Ekaterina Shanina, Benjamin A Spencer, Tiantian Li, Bangyan Huang, Jinyi Qi, Simon R Cherry
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Uniquely, true coincidences were separated from scattered and random events based on the distance between their line-of-response and the known source location. Finally, we randomly sampled the dataset to generate the desired activity distributions modeling several different phantoms.<i>Main results</i>. Overall, the target and the reconstructed phantom images had good agreement. The analysis of a simple geometric distribution showed high quantitative accuracy of the phantom, with mean error of <-3.0% relative to the ground truth for activity concentrations ranging from 5.3 to 47.7 kBq ml<sup>-1</sup>. The model of a high-resolution<sup>18</sup>F-fluorodeoxyglucose distribution in the brain illustrates the usefulness of the technique in simulating realistic static neuroimaging studies. A dynamic<sup>18</sup>F-florbetaben study was modeled based on the time-activity curves of a human study and a segmented brain phantom with no coincidences repeating between frames. For all time points, the mean voxel-wise errors ranged from -4.4% to -0.7% in grey matter and from -3.9% to +2.8% in white matter.<i>Significance</i>. The proposed phantom technique is highly flexible and allows modeling of static and dynamic brain PET studies with high quantitative accuracy. It overcomes several key limitations of the existing phantoms and has many promising applications for the purposes of image reconstruction, data correction methods, and system performance evaluation, particularly for new high-performance dedicated brain PET scanners.</p>","PeriodicalId":20185,"journal":{"name":"Physics in medicine and biology","volume":" ","pages":""},"PeriodicalIF":3.3000,"publicationDate":"2024-10-23","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"PICASSO: a universal brain phantom for positron emission tomography based on the activity painting technique.\",\"authors\":\"Ekaterina Shanina, Benjamin A Spencer, Tiantian Li, Bangyan Huang, Jinyi Qi, Simon R Cherry\",\"doi\":\"10.1088/1361-6560/ad84b5\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<p><p><i>Objective</i>. This study presents a universal phantom for positron emission tomography (PET) that allows arbitrary static and dynamic activity distributions of various complexities to be generated using a single PET acquisition.<i>Approach</i>. We collected a high-statistics dataset (with a total of 22.4 × 10<sup>9</sup>prompt coincidences and an event density of 2.75 × 10<sup>6</sup>events mm<sup>-3</sup>) by raster-scanning a single plane with a<sup>22</sup>Na point source mounted on a robotic arm in the field-of-view of the uEXPLORER PET/CT scanner. The source position was determined from the reconstructed dynamic frames. Uniquely, true coincidences were separated from scattered and random events based on the distance between their line-of-response and the known source location. Finally, we randomly sampled the dataset to generate the desired activity distributions modeling several different phantoms.<i>Main results</i>. 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引用次数: 0
摘要
本研究提出了一种用于正电子发射断层扫描(PET)的通用模型,可通过一次 PET 采集生成各种复杂程度的任意静态和动态活动分布。我们在uEXPLORER PET/CT扫描仪的视场中,用安装在机械臂上的22Na点源对单个平面进行光栅扫描,收集了一个高统计量数据集(共有22.4×109个提示重合点,事件密度为2.75×106个事件/mm3)。根据重建的动态帧确定光源位置。与众不同的是,真正的重合事件是根据其响应线与已知源位置之间的距离,从分散和随机事件中分离出来的。最后,我们对数据集进行随机取样,以生成所需的活动分布,并对几个不同的幻影进行建模。
主要结果:总体而言,目标和重建的幻影图像具有良好的一致性。对简单几何分布的分析表明,模型的定量准确性很高,18F-氟脱氧葡萄糖在大脑中分布的平均误差说明了该技术在模拟现实静态神经成像研究中的实用性。根据人体研究的时间活动曲线和帧间无重合重复的分段大脑模型,建立了动态 18F 氟贝他本研究模型。在所有时间点上,灰质的平均体素误差从-4.4%到-0.7%不等,白质的平均体素误差从-3.9%到+2.8%不等。它克服了现有模型的几个主要局限性,在图像重建、数据校正方法和系统性能评估等方面具有广阔的应用前景,尤其适用于新型高性能专用脑 PET 扫描仪。
PICASSO: a universal brain phantom for positron emission tomography based on the activity painting technique.
Objective. This study presents a universal phantom for positron emission tomography (PET) that allows arbitrary static and dynamic activity distributions of various complexities to be generated using a single PET acquisition.Approach. We collected a high-statistics dataset (with a total of 22.4 × 109prompt coincidences and an event density of 2.75 × 106events mm-3) by raster-scanning a single plane with a22Na point source mounted on a robotic arm in the field-of-view of the uEXPLORER PET/CT scanner. The source position was determined from the reconstructed dynamic frames. Uniquely, true coincidences were separated from scattered and random events based on the distance between their line-of-response and the known source location. Finally, we randomly sampled the dataset to generate the desired activity distributions modeling several different phantoms.Main results. Overall, the target and the reconstructed phantom images had good agreement. The analysis of a simple geometric distribution showed high quantitative accuracy of the phantom, with mean error of <-3.0% relative to the ground truth for activity concentrations ranging from 5.3 to 47.7 kBq ml-1. The model of a high-resolution18F-fluorodeoxyglucose distribution in the brain illustrates the usefulness of the technique in simulating realistic static neuroimaging studies. A dynamic18F-florbetaben study was modeled based on the time-activity curves of a human study and a segmented brain phantom with no coincidences repeating between frames. For all time points, the mean voxel-wise errors ranged from -4.4% to -0.7% in grey matter and from -3.9% to +2.8% in white matter.Significance. The proposed phantom technique is highly flexible and allows modeling of static and dynamic brain PET studies with high quantitative accuracy. It overcomes several key limitations of the existing phantoms and has many promising applications for the purposes of image reconstruction, data correction methods, and system performance evaluation, particularly for new high-performance dedicated brain PET scanners.
期刊介绍:
The development and application of theoretical, computational and experimental physics to medicine, physiology and biology. Topics covered are: therapy physics (including ionizing and non-ionizing radiation); biomedical imaging (e.g. x-ray, magnetic resonance, ultrasound, optical and nuclear imaging); image-guided interventions; image reconstruction and analysis (including kinetic modelling); artificial intelligence in biomedical physics and analysis; nanoparticles in imaging and therapy; radiobiology; radiation protection and patient dose monitoring; radiation dosimetry