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高能光子束中弗里克剂量测定法的剂量转换和壁修正因子:分析模型与蒙特卡罗计算

Dose conversion and wall correction factors for Fricke dosimetry in high-energy photon beams: analytical model and Monte Carlo calculations.

作者信息

Ma C M, Nahum A E

机构信息

Joint Department of Physics, Institute of Cancer Research, Sutton, Surrey, UK.

出版信息

Phys Med Biol. 1993 Jan;38(1):93-114. doi: 10.1088/0031-9155/38/1/007.

Abstract

This paper presents the dose conversion and wall correction factors for Fricke dosimetry in high-energy photon beams calculated using both an analytical general cavity model and Monte Carlo techniques. The conversion factor is calculated as the ratio of the absorbed dose in water to that in the Fricke dosimeter solution with a water-walled vessel. The wall correction factor accounts for the change in the absorbed dose to the dosimeter solution caused by the inhomogeneous dosimeter wall material. A usercode based on the EGS4 Monte Carlo system, with the application of a correlated sampling variance reduction technique, has been employed in the calculations of these factors and the parameters used in the cavity model. Good agreement has been achieved between the predictions of the model and that obtained by direct Monte Carlo simulation and also with other workers' experiments. It is shown that Fricke dosimeters in common use cannot be considered to be 'large' detectors and therefore 'general cavity theory' should be applied in converting the dose to water. It is confirmed that plastic dosimeter vessels have a negligible wall effect. The wall correction factor for a 1 mm thick Pyrex-walled vessel varies with incident photon energy from 1.001 +/- 0.001 for a 60Co beam to 0.983 +/- 0.001 for a 24 MV (TPR(10)20 = 0.80) photon beam. This implies that previous Fricke measurements with glass-walled vessels should be re-evaluated.

摘要

本文介绍了使用解析通用腔模型和蒙特卡罗技术计算的高能光子束中弗里克剂量测定法的剂量转换和壁修正因子。转换因子计算为水吸收剂量与装有水壁容器的弗里克剂量计溶液中吸收剂量的比值。壁修正因子考虑了由不均匀的剂量计壁材料引起的剂量计溶液吸收剂量的变化。在这些因子和腔模型中使用的参数的计算中,采用了基于EGS4蒙特卡罗系统的用户代码,并应用了相关抽样方差减少技术。模型预测与直接蒙特卡罗模拟得到的结果以及其他研究者的实验结果之间取得了良好的一致性。结果表明,常用的弗里克剂量计不能被视为“大”探测器,因此在将剂量转换为水时应应用“通用腔理论”。证实了塑料剂量计容器的壁效应可忽略不计。对于1毫米厚的派热克斯玻璃壁容器,壁修正因子随入射光子能量的变化而变化,对于60Co束为1.001±0.001,对于24 MV(TPR(10)20 = 0.80)光子束为0.983±0.001。这意味着以前使用玻璃壁容器进行的弗里克测量应该重新评估。

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