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首页> 外文期刊>Medical Physics >Photon output factor calculation from the inverse of the sector-integration equation.
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Photon output factor calculation from the inverse of the sector-integration equation.

机译:根据扇区积分方程的反函数计算光子输出因子。

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摘要

A method to predict rectangular field output factors (OFs) of photon open beams for the Saturne 41 linear accelerator has been developed. The procedure is similar to the sector-integration method but the radiotherapy quantities corresponding to circular fields (circular functions) are calculated from one-dimensional OFs. In this case the one-dimensional OFs are defined as rectangular field OFs, where one side remains constant and equal to the maximum field size. The circular quantities are numerically obtained by inversion of the sector-integration equation which relates both the one-dimensional OFs and the circular function. Two one-dimensional OFs were used to take into account the asymmetry between the x and y collimator systems (collimator exchange effect). The resulting pair of circular functions corresponds to the x and y collimator systems, respectively. They contain all the information relative to head, air, and medium (phantom) scatter and, consequently, there is no need to account for the geometry of the head or fitting parameters. Using the sector-integration method, the OFs for any rectangular field can be calculated by integrating the obtained circular functions. To improve results, a procedure is given to account for corner collimators overlapping. Results agree with data to within approximately 0.4% at 6-15 MV photon beams. The proposed method is thus clinically acceptable for routine calculation. Furthermore, the circular function calculation algorithm could be extended to other radiotherapy quantities.
机译:已经开发了一种预测Saturne 41线性加速器的光子开束的矩形场输出因子(OFs)的方法。该过程类似于扇区积分方法,但是根据一维OFs计算与圆形场(圆形函数)相对应的放射治疗量。在这种情况下,一维OFs被定义为矩形场OFs,其中一侧保持恒定并等于最大场大小。通过将一维OF和圆函数都相关的扇形积分方程式反演,可以从数值上获得圆量。使用两个一维的OF来考虑x和y准直仪系统之间的不对称性(准直仪交换效应)。所得的一对圆形函数分别对应于x和y准直仪系统。它们包含有关头部,空气和介质(幻像)散射的所有信息,因此,无需考虑头部的几何形状或拟合参数。使用扇区积分方法,可以通过积分获得的圆形函数来计算任何矩形场的OF。为了改善结果,给出了解决角准直器重叠的程序。结果与6-15 MV光子束的数据吻合在大约0.4%以内。因此,所提出的方法对于常规计算在临床上是可接受的。此外,循环函数计算算法可以扩展到其他放射治疗量。

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