Das I J, McNeeley S W, Cheng C W
Department of Radiation Oncology, Fox Chase Cancer Center, Philadelphia, PA 19111, USA.
Phys Med Biol. 1998 Nov;43(11):3419-24. doi: 10.1088/0031-9155/43/11/016.
Cylindrical ionization chambers produce perturbations (gradient and fluence) in the medium, and hence the point of measurement is not accurately defined in electron beam dosimetry. The gradient perturbation is often corrected by a shift method depending on the type of ion chamber. The shift is in the range of 0.33-0.85 times the inner radius (r) of the ion chamber, upstream from the centre of the chamber, depending upon the dosimetry protocol. This variation in shift causes the surface dose to be uncertain due to the high dose gradient. An investigation was conducted to estimate the effective point of measurement of cylindrical ion chambers in electron beams. Ionization measurements were taken with the ion chamber in air and in a phantom at source to chamber distances of <100 cm and >100 cm respectively. The data in air and in the phantom were fitted with the inverse square and electron depth dose functions, respectively. The intersection of the two functions provides an accurate estimate of the ion chamber shift and the surface dose. Our results show that the shift correction for an ion chamber is energy dependent. The measured shifts vary from 0.9r to 0.5r between 6 MeV and 20 MeV beams respectively. The surface dose measured with the ion chambers and mathematically determined values are in agreement to within 3%. The method presented in this report is unambiguous, fast and reliable for the estimation of surface dose and the shift needed in electron beam dosimetry.
圆柱形电离室会在介质中产生扰动(梯度和注量),因此在电子束剂量测定中,测量点无法精确界定。梯度扰动通常根据电离室的类型,通过偏移法进行校正。根据剂量测定方案,偏移量在电离室中心上游0.33 - 0.85倍电离室内半径(r)的范围内。由于剂量梯度较大,这种偏移量的变化导致表面剂量存在不确定性。开展了一项研究,以估算圆柱形电离室在电子束中的有效测量点。分别在源到电离室距离小于100 cm和大于100 cm的条件下,在空气中和模体中使用电离室进行电离测量。空气中的数据和模体中的数据分别用平方反比函数和电子深度剂量函数进行拟合。这两个函数的交点可精确估算电离室的偏移量和表面剂量。我们的结果表明,电离室的偏移校正与能量有关。在6 MeV和20 MeV电子束之间,测量得到的偏移量分别从0.9r变化到0.5r。用电离室测量的表面剂量与数学计算值的误差在3%以内。本报告中提出的方法在估算表面剂量和电子束剂量测定所需的偏移量方面明确、快速且可靠。