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Compatibility of the repairable-conditionally repairable, multi-target and linear-quadratic models in converting hypofractionated radiation doses to single doses

机译:可修复的有条件可修复的多目标线性二次模型的兼容性

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The experimental data used in this study are derived from our previous experiments [6]. Briefly, EMT6 mouse mammary sarcoma cells were used for single cell experiments, and V79 Chinese hamster lung fibroblasts were used for single cell and spheroid experiments, as described in detail previously [6]. V79 spheroids were used, grown to approximately 0.8 mm in diameter 14–18 days after spinner culture. Irradiation was carried out using a 210-kVp X-ray machine (10 mA with 2-mm Al filter; Chubu Medical Co., Matsusaka, Japan) at a dose rate of 1.8 Gy/min. In both experiments for single cells and spheroids, irradiation was given at appropriate intervals to allow potentially lethal damage repair (PLDR) and sublethal damage repair (SLDR) [6, 13, 14]. A standard colony assay was also used to determine cell survival. Both V79 and EMT6 single cells received single doses of 0–12 Gy or 2 or 3 fractions of 4 or 5 Gy each at 4-h intervals. V79 spheroids received single doses of 0–26 Gy or 2–5 fractions of 4–12 Gy at 2–4-h intervals. A colony assay was used to determine cell survival. Dose-survival curves were obtained for single doses of 0–12 Gy in single cell experiments and 0–26 Gy in spheroid experiments. In the single cell experiments, single doses used in the experiments, and surviving fractions at those doses, were substituted into equations of the RCR models (where Sis the surviving fraction, Dis the dose in Gy, d1and d0are parameters that determine the initial and final slope of the survival curve, respectively, and nis the y-intercept of the asymptote) in the calculation software Mathematica. Then, each parameter coefficient was computed by carrying out the optimum convergence to approximate the survival curves. The software employs the minimum chi-square model to fit the curves. Cell surviving fractions after hypofractionated doses were superimposed on each dose-survival curve after single–fraction irradiation, and actually-determined equivalent single doses for the hypofractionated doses (measured doses), were estimated for these three models. The method is shown in Figs 1 and 2, the symbol X representing the measured equivalent single doses for the hypofractionated doses using the LQ model. Thereafter, cell survival data after hypofractionated doses were assigned to these three models with the parameter coefficients, and equivalent single doses for the hypofractionated doses were calculated (calculated doses). The calculated doses were then compared with the measured doses. In V79 spheroid experiments, the α/β ratio and parameter coefficients for single cells were used because there were no appropriate models to estimate the α/β ratio or parameter coefficients for spheroid cells [6, 15]. Moreover, since the surviving fractions in the high dose range for the V79 spheroid cells could be approximated by a linear line, the measured doses for these three models were calculated using the linear equations: for 2- or 3-fraction experiments and for 4- or 5-fraction experiments. Statistical analyses were carried out with StatView version 5 (SAS Institute Inc., Cary, NC, USA) and SPSS 11.0J (SPSS Japan Inc., Tokyo, Japan).
机译:本研究中使用的实验数据来自我们以前的实验[6]。简而言之,如前所述[6],将EMT6小鼠乳腺肉瘤细胞用于单细胞实验,并将V79中国仓鼠肺成纤维细胞用于单细胞和球体实验。使用V79球状体,在旋转培养后14-18天长到直径约0.8毫米。使用210-kVp X射线机(具有2-mm Al滤光片的10mA;日本松阪市中部医疗公司)以1.8Gy / min的剂量率进行照射。在单细胞和椭球体的两个实验中,均以适当的间隔进行照射,以允许潜在的致死性损伤修复(PLDR)和亚致死性损伤修复(SLDR)[6、13、14]。标准菌落测定法也用于确定细胞存活。 V79和EMT6单细胞均每隔4小时接受一次0-12 Gy剂量或2或3份4或5 Gy剂量。 V79球状体每2–4小时间隔接受0–26 Gy的单剂量或4–12 Gy的2–5分数。菌落测定用于确定细胞存活。在单细胞实验中,单次剂量为0–12 Gy,在球体实验中为0–26 Gy,获得了剂量-生存曲线。在单细胞实验中,将实验中使用的单剂量以及该剂量下的存活分数代入RCR模型的方程式中(其中Sis为存活分数,Dis为Gy,d 1 和d 0 分别是确定生存曲线的初始斜率和最终斜率的参数,并且是在计算软件Mathematica中确定的渐近线的y截距。然后,通过进行最佳收敛以近似生存曲线来计算每个参数系数。该软件采用最小卡方模型拟合曲线。单剂量照射后,低剂量剂量后的细胞存活分数叠加在每条剂量-生存曲线上,并为这三种模型估计了低剂量剂量(测定剂量)的实际确定的等效单剂量。该方法在图1和2中显示,符号X代表使用LQ模型测得的次分割剂量的等效单剂量。此后,将分割剂量后的细胞存活数据与参数系数分配给这三个模型,并计算分割剂量的等效单剂量(计算剂量)。然后将计算出的剂量与测量出的剂量进行比较。在V79球状体实验中,使用了单个细胞的α/β比和参数系数,因为没有合适的模型来估计球状细胞的α/β比或参数系数[6,15]。此外,由于V79球状细胞在高剂量范围内的存活分数可以通过线性线近似,因此使用线性方程式对这三个模型的测量剂量进行了计算:对于2或3分数实验,对于4-或5级实验。使用StatView版本5(SAS Institute Inc.,美国北卡罗来纳州卡里)和SPSS 11.0J(SPSS Japan Inc.,日本东京)进行统计分析。

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