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首页> 外文期刊>Radiation Research: Official Organ of the Radiation Research Society >Dose-rate effect on proliferation suppression in human cell lines continuously exposed to γ rays
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Dose-rate effect on proliferation suppression in human cell lines continuously exposed to γ rays

机译:剂量率对连续暴露于γ射线的人细胞株增殖抑制的影响

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摘要

Irradiation time and dose rate are important factors in the evaluation of radiation risk for human health. We previously proposed a novel dose-rate effect model, the modified exponential (MOE) model, which predicts that radiation risks decline exponentially as the dose rate decreases. Here we show that, during the early phase of exposure, up to 1000 h, the proliferation of cells continuously exposed to γ rays at a constant dose rate is gradually suppressed, even as the total dose increases. This trend holds for a number of cell lines including tumor cells, nontransformed fibroblasts and leukocytes. The accumulation of total dose by longer exposure times does not increase this suppressive effect even in cells with a defective DNA repair system, suggesting that risk is determined solely by dose rate in the later phase. The dose-rate effect in the early phase follows the MOE model in DNA repair-proficient cell lines, while cells with impaired DNA-PK or ATM show no dose-rate effect. In the later phase, however, a certain dose-rate effect is observed even in mutant cell lines, and suppression of cell proliferation no longer follows the MOE model. Our results suggest that a distinct mechanism that can operate in the absence of intact DNA-PK or ATM influences the dose-rate effect in the later phase of continuous radiation exposure.
机译:辐射时间和剂量率是评估人体健康辐射风险的重要因素。我们先前提出了一种新颖的剂量率效应模型,即修正指数(MOE)模型,该模型预测随着剂量率降低,辐射风险呈指数下降。在这里,我们表明,在暴露的最初阶段(长达1000小时),即使总剂量增加,以恒定剂量率连续暴露于γ射线的细胞的增殖也逐渐受到抑制。这种趋势适用于许多细胞系,包括肿瘤细胞,未转化的成纤维细胞和白细胞。即使在DNA修复系统有缺陷的细胞中,更长的暴露时间累积的总剂量也不会增加这种抑制作用,这表明风险仅由后期的剂量率决定。在早期阶段,剂量率效应遵循DNA修复能力强的细胞系中的MOE模型,而DNA-PK或ATM受损的细胞则没有剂量率效应。然而,在后期,即使在突变细胞系中也观察到一定的剂量率效应,并且细胞增殖的抑制不再遵循MOE模型。我们的结果表明,可以在没有完整DNA-PK或ATM的情况下运行的独特机制会影响连续辐射暴露后期的剂量率效应。

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