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Linac photon spectra reconstruction using a depth dose gradient TSVD methodology based on Monte Carlo simulation

机译:基于蒙特卡洛模拟的深度剂量梯度TSVD方法重建直线加速器光子光谱

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Megavoltage photon beams are widely used for radiation therapy treatments, and the precise knowledge of their spectral distribution is important for accurate dose calculations. There are several methods that can offer reasonable estimations of linac photon spectra based on measured depth dose distributions in a water tank. However, this reconstruction problem is an inverse radiation transport function which is poorly conditioned and its solution may become unstable due to small perturbations in the input data. We present here a novel and more stable method which can be used for photon spectral reconstruction without any prior knowledge of spectral distribution. This technique involves measuring the depth dose curve in a water phantom and applying an unfolding method using Monte Carlo simulated depth dose gradient curves for consecutives mono-energetic beams. It is shown that the relative errors in dose calculations, using the spectra reconstructed via this method, are significantly smaller than those obtained via the traditional reconstruction algorithms. These results suggest that this gradient algorithm could be useful in linac photon spectra routines calibration.
机译:兆伏光子束被广泛用于放射疗法治疗,其光谱分布的精确知识对于精确的剂量计算非常重要。有几种方法可以根据水箱中测得的深度剂量分布来提供直线加速器光子光谱的合理估计。但是,此重建问题是反辐射传递函数,其条件较差,并且由于输入数据中的扰动小,其解可能变得不稳定。我们在这里提出了一种新颖且更稳定的方法,该方法可用于光子光谱重建,而无需任何光谱分布的先验知识。该技术涉及测量水体模中的深度剂量曲线,并使用针对连续的单能量束的蒙特卡洛模拟的深度剂量梯度曲线来应用展开方法。结果表明,使用通过这种方法重建的光谱,剂量计算中的相对误差明显小于通过传统重建算法获得的相对误差。这些结果表明,该梯度算法在直线加速器光子光谱例程的校准中可能很有用。

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