再访广岛
【德】麦考·帕默 著
郎伦友 译
第五章 第四节
5.4 对已发表的发光数据的评估
东村等人【79】只报告了与爆炸中心不同距离的γ-射线剂量的最终数据,因此读者们没有机会判断这些作者们获得的实验数据的真实性。不管怎么说,桥本等人【80】进行的研究比较详细一些,同时还展示了仅有的屈指可数的原始辉光曲线,给出了根据这些曲线得出的发光强度(见他们的表2)。它还给出了根据发光值计算γ-射线剂量的公式:
γ-剂量=L×G×C×R (5.1)
在这个方程式中,L为每个样品在第一次加热过程中检测到的由炸弹产生的热释光,G、C和R为校准和修正系数。这些系数中最重要的是G,这个校准系数给出诱导某种发光响应所需要的γ-射线的数量(γ/L),根据第二次加热过程进行确定。C是修正每个样品相对于γ-射线的原方位的系数,这个数值只在1.09至1.31之间变化,因此对总体结果的影响是次要的。R被认为是修正激活时间与检测时间之间的衰减的;它没有赋值,但用于作者们设想的特别长寿的发光峰值q(见表5.1)上,它的值将非常接近1 。
图5.4 样品的热释光、校准系数以及作为与广岛和长崎爆炸中心距离的函数的γ剂量。
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Hiroshima:广岛;Nagasaki:长崎。
Luminescence(L) or calibration(γ/L):发光(L)或校准(γ/L);Distance from hypocenter(m):与爆炸中心的距离(米)。
Luminescence(L):发光;Calibration factor(γ/L):校准系数;γ-Dose(Gy):γ-剂量(戈瑞)。
所有的数据均引自桥本等人【80】的著作表2 。发光读数和校准系数都没有单位;【80】γ剂量是用拉德( rad)【80】表示的,但在这里都转换为戈瑞(Gy)。
出于这种考虑,人们当然期待γ-剂量的任何重大变化也与L的重大变化有关,因此应该假设接近爆炸中心时它的值最高,而那些由修正系数引起的变化应该相对较小。然而我们发现并不是这样。图5.4A显示的是桥本的数据。我们看到L的原始数据变化很小;实际上,它们在与爆炸中心相距最远的地方达到最高值。然而γ剂量呈现出明显而又有规律的下降趋势,这完全与γ/L校准系数的趋势非常相似。
从感到意外中清醒过来以后,我们可能想知道,砖和瓦在化学成分上可能是十分相似的,是否应该对γ-射线辐射的敏感性显示出如此巨大的差异考虑在物理上是否合理。这是一个合情合理的疑问,我们将不会继续探究它,我们只是指出,桥本等人【80】没有讨论这个问题。相反,我们只想问一个比较简单的问题:假设校准系数确实可能会在很大程度上发生物理变化,从统计学的角度看,它们完全按照这个顺序随着与爆炸中心距离的增加而依次递减的可能性应该有多大?因为我们有7个不同的数值,那么这种可能性就是1/7!=1/5040,或者说近似于0.0002 。
原始的发光读数,长崎的样品比广岛的样品总体来讲更高更易变。(见图5.4B)然而引人注意的是这些校准系数正好是反向变化,每当L下降的时候,它们就上升;每当它们下降的时候,L就上升;同时生成一条平滑且规则的γ-射线剂量的曲线作为与爆炸中心距离的函数。(脚注8)因为总共有7个数值,因此它们之间有6种转换,这种可能性都会以 ,即1/64的机会一一对应。尽管这几乎是广岛更为正常的趋势概率的100倍,但它仍然低于5%,这是我们通常拒绝将随机性作为合理解释的阈值。因此说,广岛和长崎的研究结果分别经受不了统计的合理性的检验,它们两个本来就是如此,因为他们的轻信已经超过了临界点。
【脚注】
8:如果这些原始热释光读数确实存在真实性和相关性,那么来自广岛的均匀的低值可能反映了火灾导致广泛的热失活。长崎没有完全被火灾吞没,因此存在更多的热释光放射性——当然是由于自然背景,而不是因为任何核爆炸——被保存在那些砖瓦样品中。
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