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Original Article

Korean Journal of Medical Physics 2005; 16(4): 183-191

Published online December 25, 2005

Copyright © Korean Society of Medical Physics.

Determination of Tumor Volume in PET for the Radiation Treatment Planning: Computer Simulation

방사선치료계획을 위한 PET 종양용적 결정 연구: 컴퓨터 모의실험

Seok Nam Yoon, Chul-Woo Joh, Jae Sung Lee*

윤석남·조철우·이재성*

Department of Nuclear Medicine, School of Medicine, Ajou University, *Department of Nuclear Medicine, Seoul National University College of Medicine

아주대학교 의과대학 핵의학교실, *서울대학교 의과대학 핵의학교실

Abstract

The utilization of PET has been increased so fast since the usefulness of the PET has been proved in various clinical and research fields. Among the many applications, the PET is especially useful in oncology and most of the clinical PET scans are performed for the oncologic examination including the different diagnosis of malignant and benign tumors and assessment of the treatment effects and recurrent tumors. As the PET-CT scanners are widely available, there is increasing interest in the application of the PET images to the radiation treatment planning. Although the CT images are conventionally used for the target volume determination in the radiation treatment planning, there are fundamental limitation in use of only the anatomical information. Therefore, the volume determination of the functionally active tumor region using the PET would be important for the treatment planning. However, the accurate determination of the tumor boundary is not simple in PET due to the relatively low spatial resolution of the currently available PET scanners. In this study, computer simulations were performed to study the relationship between the lesion size, PET resolution, lesion to background ratio and the threshold of image intensity to determine the true tumor volume.

KeywordsPET, Radiation treatment planning, Optimal threshold, Volume determination

Korean Society of Medical Physics

Vol.35 No.4
December 2024

pISSN 2508-4445
eISSN 2508-4453
Formerly ISSN 1226-5829

Frequency: Quarterly

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