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Accuracy of parameterized proton range models; A comparison

机译:参数化质子范围模型的准确性; 一个对比

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An accurate calculation of proton ranges in phantoms or detector geometries is crucial for decision making in proton therapy and proton imaging. To this end, several parameterizations of the range-energy relationship exist, with different levels of complexity and accuracy. In this study we compare the accuracy of four different parameterizations models for proton range in water: Two analytical models derived from the Bethe equation, and two different interpolation schemes applied to range-energy tables. In conclusion, a spline interpolation scheme yields the highest reproduction accuracy, while the shape of the energy loss-curve is best reproduced with the differentiated Bragg-Kleeman equation.
机译:精确计算幻影或探测器几何形状的质子范围对于质子疗法和质子成像的决策是至关重要的。 为此,存在范围 - 能量关系的几个参数化,复杂性和准确性不同。 在这项研究中,我们比较水中质子范围的四种不同参数化模型的准确性:从贝尔方程衍生的两个分析模型,以及应用于范围 - 能量表的两个不同的插值方案。 总之,花键内插方案产生最高的再现精度,而能量损失曲线的形状最佳地再现与差异化的布拉格 - 克利曼方程。

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