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将阿米蒂奇-多尔模型应用于受辐射人群队列及其对人群癌症风险的影响。

Fitting the Armitage-Doll model to radiation-exposed cohorts and implications for population cancer risks.

作者信息

Little M P, Hawkins M M, Charles M W, Hildreth N G

机构信息

Environmental Technology Branch, Berkeley Nuclear Laboratories, Glos, United Kingdom.

出版信息

Radiat Res. 1992 Nov;132(2):207-21.

PMID:1438703
Abstract

The Armitage-Doll model of carcinogenesis is fitted to Japanese bomb survivors with the DS86 dosimetry and to three other radiation-exposed cohorts. The model is found to provide an adequate description of solid cancer incidence and also, to a lesser extent, of that of leukemia as a function of radiation dose when up to two radiation-affected stages are assumed. For non-leukemias the optimal model is one in which there are two radiation-affected stages separated by two additional stages. In the case of leukemia one radiation-affected stage or two adjacent stages provide suitable fits. There appear to be significant differences between the optimal models fitted to each cohort, although there is no heterogeneity within the Japanese data set by sex, by cancer type, or by age at exposure. Low-dose and low-dose-rate population risks for a population having the cancer and overall mortality rates of the current UK population are calculated on the basis of the optimal models fitted to the Japanese data to be about 8.3 x 10(-2) excess cancer deaths person-1 Sv-1, 10.1 x 10(-2) radiation-induced cancer deaths person-1 Sv-1, or 1.40 years of life lost person-1 Sv-1. Risks for a population having the mortality rates of the current Japanese population are about 6.5 x 10(-2) excess cancer deaths person-1 Sv-1, 7.8 x 10(-2) radiation-induced cancer deaths person-1 Sv-1, or 0.89 years of life lost person-1 Sv-1. It is a feature of the Armitage-Doll model, and other multistage models of carcinogenesis, that if radiation acts at more than one stage then (inverse) dose-rate effects may arise as a result of interactions between the effects of a protracted dose at the various radiation-affected stages. However, it is shown in this paper that these three measures of cancer risk in general display fairly slight dependence on administered dose in the range 0.001 to 1.0 Sv and on the length of the time over which the dose is administered in the range 1 to 100 years. Dose-rate effects resulting from the protraction of a radiation exposure over many years acting on (the same) cells at various stages of a multistep process of carcinogenesis are therefore expected to be slight. Dose-rate effects which have been observed in epidemiological studies and cellular radiobiology may thus find their explanation in other phenomena such as short-term intracellular repair.

摘要

将致癌作用的阿米蒂奇 - 多尔模型应用于采用DS86剂量测定法的日本原子弹爆炸幸存者以及其他三个受辐射队列。当假设最多有两个受辐射影响阶段时,发现该模型能够充分描述实体癌发病率,在较小程度上也能描述白血病发病率与辐射剂量的函数关系。对于非白血病,最优模型是有两个受辐射影响阶段且中间相隔两个附加阶段的模型。对于白血病,一个受辐射影响阶段或两个相邻阶段能给出合适的拟合。尽管在日本数据集中按性别、癌症类型或受照年龄不存在异质性,但拟合到每个队列的最优模型之间似乎存在显著差异。根据拟合到日本数据的最优模型,对于具有当前英国人口癌症和总体死亡率的人群,低剂量和低剂量率人群风险计算得出约为8.3×10⁻²人⁻¹Sv⁻¹的额外癌症死亡、10.1×10⁻²人⁻¹Sv⁻¹的辐射诱发癌症死亡或1.40人⁻¹Sv⁻¹的寿命损失年数。对于具有当前日本人口死亡率的人群,风险约为6.5×10⁻²人⁻¹Sv⁻¹的额外癌症死亡、7.8×10⁻²人⁻¹Sv⁻¹的辐射诱发癌症死亡或0.89人⁻¹Sv⁻¹的寿命损失年数。阿米蒂奇 - 多尔模型以及其他多阶段致癌模型的一个特点是,如果辐射作用于多个阶段,那么由于在各个受辐射影响阶段的长期剂量效应之间的相互作用,可能会出现(反向)剂量率效应。然而,本文表明,这三种癌症风险度量在一般情况下,在0.001至1.0 Sv的剂量范围内以及在1至100年的剂量施用时间长度范围内,对施用剂量的依赖性相当小。因此,预计多年来辐射暴露的延长对多步骤致癌过程不同阶段的(相同)细胞产生的剂量率效应是轻微的。在流行病学研究和细胞放射生物学中观察到的剂量率效应,可能因此可以在诸如短期细胞内修复等其他现象中找到解释。

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