利用MAYNEORD因子和TAR方法对60Co远程治疗装置的百分比深度剂量进行重建,并进行了蒙特卡洛EGSNRC模拟

Muhammad Rifqi
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引用次数: 0

摘要

用于治疗血癌的全身照射(TBI)技术需要延长源到表面的距离(SSD),这会影响百分比深度剂量(PDD)的分布。本研究旨在对60Co远程治疗单元在SSD变化情况下的PDD进行重构,并将重构后的PDD与仿真后的PDD进行对比分析。采用BEAMnrc和DOSRZnrc蒙特卡罗代码,基于国际原子能机构(IAEA)在固态硬盘72cm处的相空间文件对PDD数据进行了仿真。使用5 x 5 cm2的场尺寸,在水影中收集深度为0 cm至13 cm的PDD数据。采用Mayneord因子和组织空气比(TAR)方法在167 cm和210 cm的扩展ssd上重建PDD。利用伽玛分析方法对60Co机组的模拟和重构PDD进行了分析。与模拟的PDD相比,两种重建方法得到的PDD在5% ~ 5mm的公差范围内的伽马分析值为100%。重建PDD与模拟PDD的标准差值在0.55% ~ 3.74%之间。重建PDD与模拟PDD的绝对偏差最大值在1.09% ~ 8.55%之间。随着SSD值的增加,没有显著的!”#$ depth变化。基于伽马分析值、偏差值、小位移和剂量变化模式,TAR方法优于Mayneord因子。然而,两种重建方法都得到了较好的模拟结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
PERCENTAGE DEPTH DOSE RECONSTRUCTION OF 60Co TELETHERAPHY UNIT WITH SSD VARIATION USING MAYNEORD FACTORS AND TAR METHODS BY MONTE CARLO EGSNRC SIMULATION
Total Body Irradiation (TBI) technique used for treating blood cancer requires an extended source-to-surface distance (SSD) that affects the distribution of percent depth dose (PDD). This study aims to reconstruct the PDD of 60Co teletherapy unit with SSD variations and analyze the reconstructed PDD against simulated PDD. The simulation of PDD data was performed using BEAMnrc and DOSRZnrc Monte Carlo code based on International Atomic Energy Agency (IAEA) phase space file at 72 cm of SSD. PDD data was collected for depths of 0 cm to 13 cm in a water phantom using a field size of 5 x 5 cm2 . PDD was reconstructed at extended SSDs of 167 cm and 210 cm by using Mayneord factor and Tissue-Air-Ratio (TAR) methods. The simulated and reconstructed PDD of 60Co unit were then analyzed by using gamma analysis. PDD resulted from the two reconstruction methods have a gamma analysis value of 100% at a tolerance of 5% - 5 mm compared to the simulated PDD. The standard deviation value of the reconstructed PDD to the simulated PDD is between 0.55% and 3.74%. The maximum value of absolute deviation from the reconstructed PDD to the simulated PDD was between 1.09% and 8.55%. There is no significant !"#$ depth shift as the SSD value increases. The TAR method is superior to the Mayneord factor based on gamma analysis values, deviation values, small shifts in !"#$, and dose change patterns. However, both reconstruction methods give good results compared to the simulation data.
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