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The collapsed cone superposition algorithm applied to scatter dose calculations in brachytherapy.

机译:塌陷锥体叠加算法应用于近距离放射治疗中的散射剂量计算。

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摘要

Methods for scatter dose calculations in brachytherapy have been developed based on the collapsed cone superposition algorithm. The methods account for effects on the scatter dose caused by the three-dimensional distribution of heterogeneities in the irradiated volume and are considerably faster than methods based on straightforward superposition of kernels or direct Monte Carlo simulations. Use of a successive-scattering approach, in which the dose contribution from once- and multiply scattered photons are calculated separately, was found superior to conventional superposition using a single point kernel for all scatter generations. Use of the successive-scattering approach significantly reduces artifacts stemming from steep fluence gradients, typical of the brachytherapy geometry and critical for the collapsed cone approximation. The algorithm is tested versus Monte Carlo simulations for point sources of energies 28.4, 100, 350, and 662 keV. Results agree well for both a homogeneous water phantom and an air-water half-phantom.
机译:基于塌陷锥体叠加算法,已经开发了近距离放射治疗中散射剂量计算的方法。该方法解决了辐照体积中异质性的三维分布对散射剂量的影响,并且比基于直接叠加核或直接蒙特卡洛模拟的方法要快得多。发现使用逐次散射方法时,其中一次和多次散射光子的剂量贡献是分别计算的,对于所有散射世代都优于使用单点核的常规叠加。连续散射方法的使用显着减少了因陡峭的注量梯度而产生的伪影,该注量梯度是近距离放射治疗几何形状的典型特征,并且对于塌陷的圆锥近似至关重要。针对28.4、100、350和662 keV能量的点源,对该算法与Monte Carlo模拟进行了测试。对于均质水模和空气-水半模,结果都很好。

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