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首页> 外文期刊>Medical Physics >Practical aspects and uncertainty analysis of biological effective dose (BED) regarding its three-dimensional calculation in multiphase radiotherapy treatment plans
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Practical aspects and uncertainty analysis of biological effective dose (BED) regarding its three-dimensional calculation in multiphase radiotherapy treatment plans

机译:生物有效剂量(BED)在多阶段放射治疗计划中的三维计算的实践方面和不确定性分析

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摘要

Purpose: There is a growing interest in the radiation oncology community to use the biological effective dose (BED) rather than the physical dose (PD) in treatment plan evaluation and optimization due to its stronger correlation with radiobiological effects. Radiotherapy patients may receive treatments involving a single only phase or multiple phases (e.g., primary and boost). Since most treatment planning systems cannot calculate the analytical BED distribution in multiphase treatments, an approximate multiphase BED expression, which is based on the total physical dose distribution, has been used. The purpose of this paper is to reveal the mathematical properties of the approximate BED formulation, relative to the true BED.Methods: The mathematical properties of the approximate multiphase BED equation are analyzed and evaluated. In order to better understand the accuracy of the approximate multiphase BED equation, the true multiphase BED equation was derived and the mathematical differences between the true and approximate multiphase BED equations were determined. The magnitude of its inaccuracies under common clinical circumstances was also studied. All calculations were performed on a voxel-by-voxel basis using the three-dimensional dose matrices.Results: Results showed that the approximate multiphase BED equation is accurate only when the dose-per-fractions (DPFs) in both the first and second phases are equal, which occur when the dose distribution does not significantly change between the phases. In the case of heterogeneous dose distributions, which significantly vary between the phases, there are fewer occurrences of equal DPFs and hence the inaccuracy of the approximate multiphase BED is greater. These characteristics are usually seen in the dose distributions being delivered to organs at risk rather than to targets. Conclusions: The finding of this study indicates that the true multiphase BED equation should be implemented in the treatment planning systems due to the inconsistent accuracy of the approximate multiphase BED equation in most of the clinical situations.
机译:目的:放射肿瘤学界越来越感兴趣的是在治疗计划评估和优化中使用生物有效剂量(BED)而不是物理剂量(PD),因为它与放射生物学效应之间具有更强的相关性。放射治疗患者可能会接受仅涉及一个阶段或多个阶段(例如,主要阶段和加强阶段)的治疗。由于大多数治疗计划系统无法计算多相治疗中的BED分析分布,因此已使用了基于总物理剂量分布的近似多相BED表达式。本文的目的是揭示相对于真实BED的近似BED公式的数学性质。方法:分析和评估近似多相BED方程的数学性质。为了更好地理解近似多相BED方程的准确性,推导了真正的多相BED方程,并确定了真实和近似多相BED方程之间的数学差异。还研究了在常见临床情况下其误差的严重程度。所有的计算均使用三维剂量矩阵在逐个体素的基础上进行。结果:结果表明,仅当第一阶段和第二阶段的每剂量分数(DPF)时,近似多相BED方程才是准确的。相等,当剂量分布在两个阶段之间没有显着变化时发生。在不同阶段之间剂量分布不均匀的情况下,出现相同DPF的情况较少,因此近似多相BED的不准确性更大。这些特征通常在传递给处于危险中的器官而非目标的剂量分布中可见。结论:本研究的发现表明,由于在大多数临床情况下近似多相BED方程的准确性不一致,因此应在治疗计划系统中实施真正的多相BED方程。

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