再訪廣島
【德】麥考·帕默 著
郎倫友 譯
第三章 第一節
3.1 土壤樣品中的鈾同位素
除了鈾235和鈾238,鈾還有幾種低豐度的同位素,但它們對了解在廣島到底發生了什麽或沒有發生什麽還是有價值的。阪口等人【57】檢測到了鈾236的豐度,是由中子俘獲形成的,而不是由於發生裂變。然而一個複雜的因素是,鈾236還可以通過鈈240的放射性衰變生成,鈈240是鈈的第二豐度的同位素。由於鈾236的衰變非常緩慢,所以比活度低,在這項研究中需要采用質譜分析法。
從對炸彈的規格、鈾235濃縮的程度、輻射量的估計出發,作者們估計在爆炸中應該有69克鈾236生成,並且開始在受黑雨影響的區域進行尋找。(腳注2)在這一點上,你沒有聽他們說發現了鈾235,可能不會感到意外;更確切的說,他們發現了一些鈾236,但在與鈈的水平以及從被認為沒有受到“小男孩”影響的日本對照區采集的樣品進行對照後,他們斷定所有的鈾236肯定都是來自地球的放射性塵埃。為了解釋這個缺乏說服力的論點,他們假設黑雨隻是傳播了很小一部分在轟炸中產生的放射性物質。(腳注3)
天然鈾的主要成分鈾238經過α-衰變,緊接著是兩次連續的β-衰變;這些衰變產生鈾234 。鈾238的半衰期非常長(44.7億年),而鈾234的半衰期相對來講比較短(24.6萬年)。在穩定的情況下,鈾234的衰變速度與它通過鈾238衰變而產生的速度是一樣的(見2.3.3一節)。因此,如果我們把一個天然鈾樣品放入一台輻射計量器裏,測量得出的這兩種同位素的活性應該相等。然而這種關係應該與濃縮鈾的關係是不同的,不管怎麽說,濃縮鈾據信是用於廣島的炸彈的。因為鈾234與鈾235的原子在重量上接近,所以這兩種同位素加在一起是比鈾238富集的。假設在廣島的炸彈裏,鈾234像鈾235一樣被濃縮到它的自然豐度的100倍以上,而鈾238減少5倍,炸彈材料鈾234的活性(不是豐度)就應該超過鈾238的活性大約500倍。因此鈾234/鈾238兩者的活性比對於殘餘的炸彈用鈾的探查就應該是一個非常敏感的問題。
高田等人【56】對於這種探查方法進行了非常細致的研究,樣品也是取自黑雨地區的土壤。這項研究令人特別感興趣的是嚐試從構成自然背景的鈾中化學分離了炸彈產生的鈾。炸彈的放射性塵埃應該隻附著在固體礦物質的表麵。與此相反,礦物本身的鈾應該存在於礦物質內部。因此為了獲取放射性塵埃,固體樣品是用稀酸進行輕輕的浸洗的,這種稀酸應該隻能從礦物顆粒表麵脫下薄薄的表層;然後再用濃酸溶解殘渣,回收背景物質。
在用稀酸回收的那部分中,鈾234的活性的確超過了鈾238的活性——但隻有大約1.15倍;相比之下,對於高濃縮的原子彈用純鈾來講,預計這個倍數應該約為500 。這個微小的超出隻是在黑雨地區的樣品中檢測到的,不是用從黑雨區之外的控製區采集的樣品。(腳注4)在原子彈用的純鈾中,鈾235的活性應該超過鈾238大約30倍,但在所有的樣品中仍然非常低。(見圖3.2)
圖3.2 用0.1N(當量濃度)硝酸從土壤樣品中萃取的鈾的α-射線光譜
(引自高田等人的著作【56】)
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)
Counts per channel:每個通道的數量;channel number:通道編號
Control area E SE-6km:對照區(東東南6千米);"black rain" area N WN-6km:黑雨區(西北 北6千米)
由不同的鈾同位素釋放的α-粒子,根據它們的能量特征加以區分,這種區分與X軸的“通道”相對應;每一種同位素的豐度用峰值以下的麵積(不是峰值的高度)來表示。詳見原文。
正如我們以前提到的四十萬等人【6】的研究一樣(見1.2一節),我們有了由天然鈾的同位素分布產生的很小但很明顯的偏差的證據;這兩項研究具有基本相同的重要性。原則上有兩種解釋——換句話說,不是極少量的高濃縮炸彈鈾被自然背景衝淡得幾乎為零,就是在擴散的人工材料中鈾235程度比所聲稱的低許多。高田即使通過采取措施把鈾濃縮到炸彈用的級別,但也未能檢測到更高的濃縮程度,顯然這妨礙了采取第二種選擇。
考慮到這份證據,以及當時一般的技術水平,(見下文3.5一節)我確信在廣島並沒有釋放高濃縮的鈾235 。然而這裏是如何證明我是錯的:采集一份原始冰川的樣品,檢測它的鈾235 和鈾238 。這是對從加拿大埃爾斯米爾島的樣品做過的銫和鈈的分析,該分析聲稱可以從1945年形成的冰層中檢測到長崎原子彈的痕跡。【58】這樣的一份樣品應該基本上是沒有陸地背景的,用高靈敏度的質譜分析法,“小男孩”的同位素特征應該是明白無誤的。(腳注5)
【腳注】
2:注意,未裂變的鈾235比這種鈾236的數量幾乎多上千倍,這些鈾235應該是分散在鈾236附近的,因此也在這項研究中被檢測到。所以值得注意的是,這些作者們根本沒有說明他們的樣品中是否存在鈾235 。
3:這些作者在該對照區還發現了總量比在廣島發現的高兩倍的放射性塵埃。有這方麵常識的讀者肯定會理解這一章所闡述的內容,並跳過本章的其餘部分,但沒有這方麵常識的讀者則必須硬著頭皮讀下去。
4:正如高田等人【56】所指出的,這個真實的比率的測定由於土壤類型不同而使這兩種同位素的細小差別變得很複雜,這是由於溶解度的不同引起的。不過,在本書中,這個細小的差別是無關緊要的。
5:少量的灰塵是存在的,所包含的自然鈾可能使同位素的比重降到80%以下;但它應該比土壤中的比重高。
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