空腔理论在固体剂量计中的应用

A Cavity Theory for Solid State Detectors Using in Dosimetry

  • 摘要: 在Burlin空腔理论基础上提出了1个经修改后可适用于兆伏级X(γ)能量固体剂量计的新空腔理论。它通过Monte-Carlo 方法分别计算固体剂量计空腔内的初级光子粒子注量和散射光子粒子注量及它们相应产生的次级电子粒子注量,并按空腔尺寸所对应的电子射程,把高能和低能光子分开,计算初级光子和散射光子沉积在固体剂量计灵敏体积中的能量,即吸收剂量。为验证该空腔理论,用半导体固体剂量计在6 MV医用电子直线加速器上进行了水模体输出因子测量,并模拟相同测量条件用新空腔理论对水模体输出因子进行了理论计算,其测量结果与计算结果在0.5%内符合。

     

    Abstract: A cavity theory based on a modification of Burlin cavity theory is proposed. It treats primary and scatter photon spectra separately and calculates the absorbed dose of medium. The cavity theory was applied to calculate an output factor in water phantom with a 6 MV photon beam linear accelerator. The results for the calculations using new cavity theory are compared with the results for measurements using diode detector. They are in good agreement within 0.5%。

     

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