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A unified approach for optimal dose delivery and trajectory optimization for the treatment of prostate cancer

机译:统一方法,用于最佳剂量递送和治疗前列腺癌的轨迹优化

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For a Fluence map optimization problem, we present a unique iterative reweighting algorithm-based method to achieve optimality. The purpose of planning is to determine a dose distribution in such a manner that it should cover the maximum part of the target without affecting the functionality of organ at risk. We suggest a unique methodology to solve dose-volume bounds while maintaining their non-convexity, as compared to earlier approaches that dedicated to convex estimation. The suggested approach is cooperative to competent procedures centered on partial minimization and certainly adjusts to tackle maximum-dose bounds. Fluence mapping is used for the inverse planning which determines the intensity profile of each beam. For the analysis, 09 equally separated beams with dose-volume limits on the organ at risk have used to treat malignancies in the prostate. Cumulative dose-volume histogram is used for the treatment plans quality measurement. We considered 4different samples from CORT dataset named prostate, Liver, TG119 phantom, and Head & Neck to make a judgment about the generalizability of the performance of the proposed algorithm, and after getting this we finally compared our result with other method using prostate sample to validate our approach. After comparing with other methods centered on dose volume limits we found that in our approach maximum dose can deliver within minimum time across the planned target. For the optimization of trajectory we kept, the radiation delivery rate fixed to its extreme level and employed the independence property of each single leaf pair equally. By making this provision for all total T delivery times, trade-off between distribution time and fluency mapping quality is produced.
机译:对于流量的地图优化问题,我们提出了一种唯一的基于迭代重新重量算法的方法,以实现最优性。计划的目的是以这样的方式确定剂量分布,即它应该覆盖目标的最大部分,而不会影响风险器官的功能。我们建议求解剂量界限的独特方法,同时保持其非凸起,与专用于凸估计的早期方法相比。建议的方法是合作的,以符合部分最小化的主管程序,当然调整以解决最大剂量限制。注速映射用于确定每个光束的强度分布的逆计划。对于分析,风险风险有09个具有剂量体积限制的09梁,用于治疗前列腺中的恶性肿瘤。累积剂量 - 体积直方图用于治疗计划质量测量。我们考虑了来自Cort DataSet的4种不同的样本名为前列腺,肝脏,TG119幻影和头部和颈部的判断,判断了所提出的算法的性能的普遍性,并且在获得这种情况后,我们最终将我们的结果与使用前列腺样本的其他方法进行了比较验证我们的方法。在与以剂量限制为中心的其他方法比较后,我们发现在我们的方法中,最大剂量可以在计划目标的最小时间内提供。为了优化我们保留的轨迹,辐射输送速率固定在其极端水平并采用平等的独立性。通过为所有总T交货时间进行这一规定,产生分配时间和流畅性映射质量之间的权衡。

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