再访广岛
【德】麦考·帕默 著
郎伦友 译
第十二章 第二节(C)
12.2.3 早期进入广岛的人中的癌症和白血病
如果轰炸后留在城里增加了癌症风险,那么那些只是在轰炸后进入该市的人中也应该观察到一些增加的风险。情况确实如此。渡边【152】的一份调查报告显示,与后来进入该市的人相比,在轰炸后头三天进入该市的人,患白血病的风险显著增加。(表12.2)第四天至第七天之间进入的人与再往后进入的人相比,风险似乎仍然略微高些,但这种差异在统计学上并不显著。
表12.2 早期进入广岛的人的白血病发病率
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进入时间(天数)
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早于或等于3天 第4—7天 第8—14天
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人数 25,799 11,001 7,326
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病例数 62 9 4
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发病率/100000/年 8.90 3.03 2.02
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数据源自参考文献【152】中的表21。轰炸后头三天内进入的群组与其他任何一组之间的发病率差异都具有统计学意义(P = 0.0008)。对于第二组与第三组之间的差异,P = 0.24。
同一个作者还报告了在轰炸后七天内进入广岛的人中甲状腺癌发病率的增加,他们是1951年至1968年在广岛大学医院外科确诊的。【152,第519页】该群组甲状腺癌的发病率与直接暴露的人相似。不过该早期进入者样本中的病例总数很小(9),这就限制了该研究的统计效力。
渡边总结了日本另一项关于甲状腺癌的研究,发现了相似的结果。此外他还报告说,支气管癌在早期进入市里的患者中也显著增加,但与甲状腺癌一样,观察到的病例总数很低。渡边还调查了几种其他器官的癌症,但在这方面他没有考虑早期进入市里的人与直接暴露的人的区别。
关于早期进入市里的人癌症的一项最近的研究是由松浦等人【260】报告的。这项调查包括在轰炸后头20天里进入广岛市的近5万名研究对象;其中有36 000人是在8月6日到8日之间进入该市的。作者们把“该市”确定为“离轰炸中心大约2公里之内的区域”。图12.7概括了他们的最重要结果。
图12.7 直接暴露于广岛轰炸的研究对象与早期进入该市的人的癌症风险
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)
Relative cancer risk:相对癌症风险;Direct:直接暴露;Entry:进入者;days:天数。
Male:男性;Female:女性。
数据源自松浦等人【260】中的表5。直接暴露的研究对象是按与轰炸中心的距离分组的;第五组包括8月6日至8日之间进入离轰炸中心2公里之内的人。在每组之中,5个数值(95%置信区间)分别代表从1968年、1971年、1974年、1977年和1980年的1月1日开始的观察期的死亡率。3天后的早期进入者风险为1.0。
在讨论这项研究的意义之前,关于它的方法,有一个词是适宜的。作者们使用了考克斯比例风险模型,可以更直观地称之为风险因素模型:如果有多个决定因素影响风险,则假设每个决定因素都可以用一个常数风险因子表示,由全局数值拟合确定,然后将适合于某个个体的所有特定风险因子相乘,即可得出该个体的总体风险。例如,图12.7中的数据就包括一些直接暴露在距轰炸中心2公里以外的人,也包括在头三天进入距轰炸中心2公里范围之内的人。这些研究对象的癌症风险将通过乘以两个相应的风险因子来估计,这两个因子都接近1.2。其他影响因素,如性别和年龄,可以通过其自身的风险因子来解释和修正。
松浦等人把重点放在了1968—1982年,因为那些年他们有完整的记录。图12.7显示了从1968年1月到1980年1月的不同起始日期定义的五个亚群组中因癌症死亡的相对风险。对于每个群组来讲,统计癌症死亡的观察期从各自的起始日期开始,到1982年12月31日截止。他们对这些群组的定义如下:
每个亚群组包括在定义的开始日期之前已经被确认为幸存者的研究对象,并排除了在此日期之前已经死亡或未被确认为幸存者的研究对象。例如,一名在1968年1月1日之前被确认为幸存者,并在1982年12月31日之前一直居住在广岛县的人,被纳入所有的亚群组。
我们发现,轰炸时距轰炸中心1公里之内的幸存者癌症的相对风险最高。虽然这是意料之中的,但令人意外的是女性的风险几乎是男性的两倍。鉴于在其他所有暴露的群组中,男女之间的风险相似,我想不出一个合理的解释来说明在这个暴露群组中的巨大性别差异。
我们肯定感兴趣的群组——或者严格地说是风险因素——是在轰炸后头三天内进入市里的,在作者们报告的五个年份中,每群组都在1.2左右徘徊。对于大多数数据点,95%置信区间的下限略都低于1.0,这就意味着在相应的水平上,升高的风险在统计学上并不显著。(脚注10)要正确认识这一点,我们必须考虑以下几点:
1,在全部五个暴露群组中,观察开始的越早,置信区间越小,因此持续得越长。这当然是意料之中的,因为在这种情况下,统计的癌症死亡人数会更多。如果在1968年之前的一段时间里有合适的数据可用,早期进入市里的人的风险增加也很可能具有统计学意义。
2,松浦等人把早期进入市里在距轰炸中心2公里范围内的所有幸存者都包括了。其他大多数关于早期进入市里的人的研究,例如须藤【34】的,都采用的是较小的半径;这里使用的大半径将会“稀释”癌症的风险。
3,对照组是那些在轰炸过去三天后进入市里的人,可能是因为缺少一个根本没有任何暴露史的对照组。如果有一个适当的对照组,早期进入市里的人的癌症风险增量可能会更大。
作者们报告说,在本研究可用的有限数据范围内,当早期进入仅限于8月6日时,就达到了统计的显著性;因为这一天进入市里而增加的风险明显高于随后三天的风险。总的来讲,我们同意松浦等人【260】的观点。他们的研究结果表明,广岛轰炸后不久,那些在距轰炸中心2公里范围内的人患癌症的风险中等,但肯定会增加。这与前面在8.7一节讨论的与急性辐射病相关的类似发现一致。为了解释他们的研究结果,松浦等人认为,早期进入市里的人暴露的是放射性尘埃或感生放射性:
------对由于摄入受到辐射污染的食物和水而导致的内脏暴露的研究很少,------因此有必要决定性地确定进入市里的人中死亡风险是否是由残余辐射引起的。
在低剂量估计值(见12.2.2一节)的人群中以及在早期进入该市的人群中,癌症风险明显上升。实际上,在轰炸后的一段时间内,该市存在一种致癌物质;但是基于前面详述的各种原因,我们坚持认为,这种物质就是硫芥,而不是放射性物质。
【脚注】
10:假设作者们给出的95%置信区间是双侧的,真实的相对风险高于或低于该区间的概率相等,那么置信区间越过1.0的值意味着风险的向上偏差在P<0.025时不显著。
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