Kim H S, Park Y H, Koo B C, Kwon J W, Lee J-S, Choi H S
Korea Institute of Nuclear Safety, 19 Guseong-dong, Yuseong-gu, Daejeon, Republic of Korea.
Radiat Prot Dosimetry. 2007;123(3):323-8. doi: 10.1093/rpd/ncl162. Epub 2006 Oct 30.
The doses and spectra of photoneutrons produced in a medical linear accelerator with photon energies of 10 and 15 MV were evaluated. The Monte Carlo code, MCNPX, was used to simulate the transport of these photoneutrons around the head for 10 and 15 MV photons. The fully-described geometry of the accelerator head was used in this calculation. The photoneutron energy spectra and doses for various photon field sizes were calculated at each of 20 positions. The results indicate that the maximum dose equivalents are observed in 20 x 20 cm(2) case among photon fields. It was found the neutron average energy at isocenter for a 0 x 0 cm(2) field is 0.38 MeV for 10 MV and is 0.45 MeV for 15 MV. The neutron doses at 10 positions around the head in the treatment room of the operation facility at 10 and 15 MV were measured using the bubble detectors. Measurements were compared with the calculations under the same geometry in the experiment. It was found that the majority of the calculated results agreed to within the standard deviations of the measurements. These above results can be applied in the verification of maximum allowed neutron leakage percentage of treatment dose defined in the IEC. We have been employing them to derive the empirical formula for neutron dose equivalent level at the maze entrance of medical accelerator treatment rooms in a study that is still underway.
评估了一台光子能量为10兆电子伏特和15兆电子伏特的医用直线加速器产生的光中子剂量和能谱。使用蒙特卡罗代码MCNPX来模拟这些光中子在头部周围对于10兆电子伏特和15兆电子伏特光子的输运情况。在该计算中使用了加速器头部的完整描述几何结构。在20个位置中的每一个位置计算了各种光子场大小下的光中子能谱和剂量。结果表明,在光子场中,在20×20平方厘米的情况下观察到最大剂量当量。发现对于0×0平方厘米的场,在等中心处,10兆电子伏特时中子平均能量为0.38兆电子伏特,15兆电子伏特时为0.45兆电子伏特。使用气泡探测器测量了在10兆电子伏特和15兆电子伏特时操作设施治疗室头部周围10个位置的中子剂量。在实验中将测量结果与相同几何结构下的计算结果进行了比较。发现大多数计算结果在测量的标准偏差范围内相符。上述结果可应用于验证IEC中定义的治疗剂量最大允许中子泄漏百分比。在一项仍在进行的研究中,我们一直使用它们来推导医用加速器治疗室迷宫入口处中子剂量当量水平的经验公式。