equivalent uniform dose (EUD)

等效均匀剂量 (EUD)
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    文章类型: Journal Article
    目的:确定III期非小细胞肺癌患者等效均匀剂量(EUD)和剂量体积(DV)治疗的生物学和物理功能之间的剂量学差异。
    方法:四种不同的放疗计划(DV+DV,DV-EUD+DV,EUD+EUD和EUD-DV+EUD)用于15例III期NSCLC患者。为了研究身体功能(DVDV),通过引入生物功能优化的条件来优化目标区域,而有风险的器官通过身体功能(DV-EUD+DV)进行优化。通过应用物理功能优化条件对目标区域进行生物功能优化(EUD+EUD),同时对危险器官进行生物功能优化(EUD-DV+DV),以比较四组治疗计划中的剂量学参数。
    结果:PTV:D2%,D98%,D50%,DV-EUD+DV组和EDU-DV+EUD组的V105%和Dmax最小(P<0.05)。EUD+EUD组的最小和平均剂量呈现增加趋势,并且高剂量区域变得可观察到。对于均匀性指数(HI),DV-EUD+DV组和EUD-DV+EUD结果与其他组比较(P<0.05),DV-EUD+DV组与EUD+EUD组比较差异无统计学意义(P=0.659)。关于一致性指数(CI),四组结果比较差异无统计学意义(P>0.05)。对于处于危险中的器官,肺组织的平均剂量(MLD),V5,V10,V20,V30,心脏V30,V40和Dmean也没有显着差异(P>0.05)。对于脊髓,EUD+EUD组和EUD-DV+EUD组的D1%与其他组比较差异有统计学意义(P<0.05)。EUD+EUD组和EUD-DV+EUD组之间无显著差异(P=0.32)。当比较机器工会(MU)的数量时,4组结果之间没有显着差异(P>0.05)。
    结论:以物理和生物学功能优化为特征的方法可有效改善目标区域的均匀性,从而获得更好的治疗效果。生物功能优化或生物和物理功能优化的结合有利于显著降低脊髓所需剂量。
    OBJECTIVE: To determine the dosimetric differences between biological and physical functions of equivalent uniform dose (EUD) and dose volume (DV) therapy in patients with phase III non-small cell lung cancer.
    METHODS: Four different radiotherapy plans (DV+DV, DV-EUD+DV, EUD+EUD and EUD-DV+EUD) were developed for 15 patients with stage III NSCLC. To study physical function (DV+DV) the target area was optimized by introducing the conditions of biological function optimization, while the organs at risk were optimized by means of physical function (DV-EUD+DV). Biological function optimization (EUD+EUD) was performed for the target area by applying conditions of physical function optimization while biological function optimization (EUD-DV+DV) was conducted for the organs at risk to compare dosimetric parameters among the four groups of treatment plans.
    RESULTS: PTV: D2%, D98%, D50%, V105% and Dmax of both the DV-EUD+DV group and EDU-DV+EUD group were the minimum (P<0.05). The minimum and average dose of the EUD+EUD group showed an increasing trend and high-dose area became observable. For homogeneity index (HI), DV-EUD+DV group and EUD-DV+EUD results were compared with the other groups (P<0.05), no significant difference was observed statistically between the DV-EUD+DV group and EUD DV+EUD (P=0.659). With regard to conformability index (CI), the results of the four groups showed no significant difference (P>0.05). For the organs at risk, the mean dose of lung tissue (MLD), V5, V10, V20, V30, heart V30, V40, and Dmean also revealed no significant difference (P>0.05). For the spinal cord, the D1 % of the EUD+EUD group and EUD-DV+EUD groups were significantly different (P<0.05) than the other groups. While no significant difference (P=0.32) was found between the EUD+EUD and EUD-DV+EUD groups. When comparing the number of machine unions (MU) no significant difference was revealed (P>0.05) among the results of the 4 groups.
    CONCLUSIONS: The methods featuring optimization of physical and biological functions are effective in improving the uniformity of target area to have better outcome of the treatment. Biological function optimization or the combination of biological and physical function optimization is conducive to significantly reduce the required dose for the spinal cord.
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  • 文章类型: Journal Article
    目的:评估通过一键式脚本方法为肺癌患者生成的稳健立体定向身体质子治疗(RSBPT)计划的质量。
    方法:对50例肺癌患者进行回顾性分析,这些患者计划采用强力立体定向放射治疗(SBRT)。50名患者中有30名接受训练,建立回归模型,基于稳健的SBRT参考剂量,为稳健的SBPT规划预测ROI的EUD值。此后,在其余20例患者中评估了采用基于EUD的自动模拟(自动稳健质子ARP)和手动(手动稳健质子MRP)方法的稳健SBPT计划.在剂量学参数和计划时间方面比较了计划。
    结果:与MRP计划相比,ARP计划的目标剂量下降有统计学上的显着改善(剂量下降:MRP为135,ARP为88,p<0.01),而目标覆盖率和一致性没有差异。与MRP计划相比,ARP计划观察到正常肺组织的统计学显着减少(肺[DmeancGy(RBE)]:MRP:478vs.ARP:351,p<0.01;肺[V5Gy(RBE)(%)]:MRP:16.1vs.ARP:12.1,p<0.01;肺[V20Gy(RBE)(%)]:MRP:8.5vs.ARP:6.8,p<0.01)。与MRP计划相比,ARP计划的计划时间减少了(优化时间:MRP与12分钟ARP为8分钟;总计划时间:MRP为23分钟ARP18分钟)。
    结论:使用基于EUD的SBRT参考剂量模拟的自动化稳健SBPT计划可改善目标剂量下降,减少了对肺部的辐射剂量,减少规划时间,这在临床上可能对肺癌患者有益。
    OBJECTIVE: To evaluate the quality of robust stereotactic body proton therapy (RSBPT) plans generated by one-clicking scripting method for patients with lung cancer.
    METHODS: Retrospective analysis was performed on fifty lung cancer patients whose plan with robustly stereotactic body radiation therapy (SBRT). Thirty out of fifty patients were used for training to build a regression model, based on robust SBRT reference doses, to predict EUD values of ROIs for robust SBPT planning. Thereafter, robust SBPT plans with both automated EUD-Based mimicking (Automated Robust Proton ARP) and manual (Manual Robust Proton MRP) methods were evaluated in the remaining 20 patients. Plans were compared in terms of dosimetric parameters and planning time.
    RESULTS: A statistically significantly improvement in target dose fall off was observed for ARP plans compare to MRP plans (Dose fall off: 135 for MRP and 88 for ARP, p < 0.01), while no differences in target coverage and conformity. A statistically significantly reduce in normal lung tissue were observed for ARP plans compare to MRP plans (Lung [Dmean cGy (RBE)]: MRP: 478 vs. ARP: 351, p < 0.01; Lung [V5Gy (RBE) (%)]: MRP: 16.1 vs. ARP: 12.1, p < 0.01; Lung [V20Gy (RBE) (%)]: MRP: 8.5 vs. ARP: 6.8, p < 0.01). Planning time was reduced for ARP plans compare to MRP plans (optimization time: 12 min for MRP vs. 8 min for ARP; total plan time: 23 min for MRP vs. 18 min for ARP).
    CONCLUSIONS: The automated robust SBPT plans using EUD-Based mimicking of SBRT reference dose improve target dose fall off, reduced the radiation doses to the lungs, reduce planning time, which might be beneficial for patient with lung cancer in clinical.
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  • 文章类型: Journal Article
    该研究旨在通过改进线性二次(LQ)模型来开发一种新型的剂量转换平台,以更准确地描述高分数/急性剂量的辐射响应。本文通过分段拟合不同剂量的生物剂量曲线,并优化数学模型与实验数据的一致性,对LQ模型进行了修改,以获得更合理的变换。LQ模型的数学发展进一步修正了高剂量下各种细胞曲线的某些偏差,并暗示了本模型在低剂量范围内的合理性。改进的生物有效剂量模型解决了LQ模型不准确的困境,已用于比较低分割剂量和常规分割剂量。经验证,在相同疗效的治疗中,计算值相似,不管α/β是什么,并为各种低分割之间的显着差异提供了更合理的解释。基于分段函数的等效均匀剂量可以表示包括高剂量分数在内的任意不均匀剂量分布,为实施详细的不同细胞剂量效应评价提供了基础。
    The study aimed to develop a novel dose conversion platform by improving linear-quadratic (LQ) model to more accurately describe radiation response for high fraction/acute doses. This article modified the LQ model via piecewise fitting the biological dose curve using different fractionated dose and optimizing the consistency between mathematical model and experimental data to gain a more reasonable transform. That mathematical development of the LQ model further amended certain deviations of various cell curves with high doses and implied the rationality of the present model at low dose range. The modified biologically effective dose model that solved the dilemma of inaccurate LQ model had been used in comparing between hypofractionated and conventional fractioned dose. It has been verified that the calculated values are similar in the treatment of same efficacy, no matter what α/β is, and provided a more rational explanation for significant differences among various hypofractionations. The equivalent uniform dose based on the subsection function could represent arbitrary inhomogeneous dose distributions including high-dose fractions, providing a foundation for the implementation of detailed evaluation of different cell dose effects.
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