再访广岛
【德】麦考·帕默 著
郎伦友 译
第四章 第一节
4.1 时间表与早期现场检测结果
鉴于早期检测的巨大潜在价值,真实数据的年代非常短。据信投放到广岛的铀235炸弹在此之前从来没有进行过试验,之后也没有再使用过。根据这些情况,人们当然希望在日本人投降之后,尽早抓住时机开始进行调查;事实上,他们在日本人投降之前就可以向日本人提出用最好的方法去确定这种武器的性能和效果。他们可以请求中立的第三方去协助日本人进行调查,这样的调查对于双方来讲都是最为有利的。然而,日本人得到的似乎并不是这样的帮助。更加令人意外的是,在日本人投降之后,美国人仍然过了几个星期的时间才派几个小型的调查人员先遣队;直到十月份,曼哈顿计划的工程师们才亲自着手进行检测。(见表4.1)(脚注1)他们也没有弥补后来失去的时间。美国物理学家罗伯特·威尔逊在1951年写了一篇关于原子弹辐射问题的文章,(脚注2)该文首先总结了这项研究的现状:【72】
测定广岛和长崎所受到的X-射线和中子的剂量不是一个简单的问题。许多记录下来的微不足道的原始数据不是散乱了,就是丢失了——实际存在但没有进行记录的数据大部分都被遗忘了。
表4.1 广岛环境中放射性的早期检测。源自今中的著作。【74】
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团队/大学 日期 位置与检测结果
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大阪大学 8月11日 距离爆炸中心数百米,高达自然背景5倍
京都大学 8月11日 距离爆炸中心数百米,高达自然背景10倍
京都大学 8月15—16日 朝阳桥高达自然背景6倍,其他地方放射性微弱
日本理化学研究所 8月17日—10月20日 【74】只报告相对读数,8月与10月的数值相似
日本理化学研究所 9月 放射性尘埃区放射性高达自然背景6倍
日本理化学研究所 10月1—22日 在爆炸中心附近放射性高达背景9倍
日本理化学研究所 1946年1月 轰炸中心附近放射性为背景6倍,放射性尘埃是背景3倍
曼哈顿工程师团队 1945年10月 爆炸中心附近放射性为背景15倍,放射性尘埃区为8倍
广岛大学 1948年 放射性尘埃区高达背景2.5倍
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日本和美国的调查人员早期检测的时间表源自今中的著作。【74】表4.1提供了一个概要。虽然结果存在一些差异,但所有的结果放射性水平都在超过自然背景上是一致的,然而总体来讲十分低,当然远没有达到诱发急性辐射病的水平。(见第八章)在这些结果中,最重要的是8月11日的那些,因为它们是在轰炸之后5天获得的,因此在这一段时间内应该仍然有大量的短半衰期同位素的放射性。(脚注3)在图4.1A中,这点得到了说明,该图显示了轰炸后最初三个月里轰炸中心的感应放射性的水平随着时间的变化。这条弧形曲线是根据后来的实验推断出来的,在这些实验中,从广岛采集的土壤样品受到了中子的辐射,由中子俘获产生的主要同位素的放射性被检测到了。(脚注4)曲线的高度被校订为一次报告的检测值,那次检测是在轰炸87天后进行的;根据石川等人的著作,【8】这个测试值与表4.1中所示的总趋势是一致的,是自然背景的10倍。
图4.1 广岛感应放射性的估计与检测
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)
A:induced radiation dose (Gy/h):感应放射性剂量(戈瑞/小时);Days after detonation :轰炸后天数;56Mn:锰56;24Na:钠24;48Sc:钪48;60Co:钴60;combined:混合物。
B:Activity(Bq):放射性(贝克);Distance from hypocenter(m):距离爆炸中心(米);Dosage(μGy):剂量(微戈瑞);Background(activity):背景(放射性);Activity(day5):放射性(第5天);Dosage(day44):剂量(第44天)。
A:以爆炸中心的感应放射性作为时间的函数,根据冈岛等人的著作,【29】从(第87天)一个检测数据点进行推算。实线是所有同位素放射性的总和。请参阅正文的进一步解释。B:由竹下【77】的两组数据。第5天检测是以贝克为单位绘制的,而第44天的那些数据用的单位是微戈瑞。
很明显,所估计的放射性在第15天之后变化很小;另一方面,第一个星期里的检测应该显示出高得多的放射性。然而问题来了:它们是这样吗?似乎在那段时间里爆炸中心的放射性没有进行检测。(脚注5)但是我们能够通过比较图4.1B中所展示的两组数据估计出来。这些数据分别是在轰炸后第5天和第44天检测到的。在第5天的检测用的是放射性单位(贝克,即衰变每秒)进行绘制的,而第44天的检测用的是被吸收的能量的剂量(微戈瑞)。(脚注6)它们覆盖并缩放以显示它们随着与爆炸中心的距离不同而变化,就像它们应该的那样。我们可以利用这个相似性进行估算,在第5天爆炸中心的放射性应该大约是4贝克,大约是自然背景的10倍。在A图中,第87天的单次检测的数据点也是自然背景的10倍左右。因此,由于在A图中显示的中子放射性实验表明,从第5天到第87天,放射性应该降低100倍,但观察到的因子为1——这就是说没有发生降低。尽管这两个因子都是近似值,但它们实在是无法调和,肯定有一个是不真实的。
【脚注】
1:在派往广岛的曼哈顿计划工程师团队中,有唐纳德·L·柯林斯,本章前面的引文就是他的令人相当感兴趣的回忆。
2:威尔逊的文章是在1956年发表的,它的一条脚注说明,该文是1951年应原子弹灾害调查委员会的要求写的,在1955年被解密。该文一再提醒读者,由于实验数据的短缺,这篇文章的结论只能看作是有根据的猜测。威尔逊提供了所有六个参考资料的网址,这说明他访问的信息是有限的。我试图获得一份这样的资料,但没有成功【73】——至今它仍然锁在病毒柜里。
3:我找到的唯一一份更早的检测报告是托兰的。【75】他介绍了后来任广岛红十字医院副院长的重人文雄博士。重人文雄在轰炸的第二天(8月7日),在医院里用X-射线测定仪检测到了辐射,发现非常少。托兰【75】和利博【76】也报告,密封保存在这家医院的X-射线胶片在轰炸后变黑了。这个观测结果常常作为爆炸释放的电离辐射的证据加以援引。虽然也许是它促使重人博士去进行检测,但后者的相反结果表明,胶片变黑可能是由于暴露在医院燃烧的炽热中等原因。物理学家罗伯特·威尔逊以这张胶片为证据并下结论:“我们必须抛弃胶片数据,因为分析起来太复杂太困难。”【72】
4:这幅曲线图是根据冈岛等人【29】的著作中表9的数据绘制的。至于这些数据,也是那些作者出自他们自己的“郑重”估计的感应辐射剂量。该参考资料还给出了绘制曲线的单个检测的数据点。类似的曲线图还出现在石岛等人著作的图5.2中。【8】
5:不知道是谁第一个确定爆炸中心的位置的,也不知道是在什么时间;在轰炸后那么短的时间里很可能没有人知道,也没有人同意。
6:这个曲线图结合了竹下著作【77】中图1的A和B,在本文中将检测单位转换为首选单位。第一组数据是大阪大学的团队在8月11日测得的,第二组数据可能是日本理化学研究所的研究人员测得的。我还没有找到可以明确肯定这一点的英文参考资料。
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