再訪廣島
【德】麥考·帕默 著
郎倫友 譯
第八章 第三節
8.3 廣島和長崎的急性輻射劑量
在廣島和長崎,足以引起急性輻射病的劑量隻有在轟炸的時候才能產生,(見8.1.1一節)這一觀點引起一些可以驗證的預測,下麵我們將進行檢驗。
8.3.1 作為離轟炸中心距離函數的輻射劑量
由於在轟炸時沒有放置用來測量輻射劑量的儀器,所以我們隻好采用根據間接的方法和計算得到的近似值。我們看到官方認可的劑量估計值隨著時間的推移已經有了一些可觀的改變。圖8.1描繪的是廣島和長崎生物有效劑量或等效劑量,依據的是目前對γ-射線和中子強度的估計。【30】在這幅圖表中,生物劑量是通過將實驗確定的中子輻射劑量依賴性相對於生物效率(RBE)的函數【47】應用到卡林斯的中子輻射水平的中子分量來計算的。
圖8.1 作為離轟炸中心距離函數的廣島和長崎的輻射劑量估計值
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)
Hiroshima:廣島;Nagasaki:長崎。
In-air kerma (Gy) or dose(Sv):空氣比釋動能(戈瑞)或劑量(希沃特);Distance from hypocenter(m):離轟炸中心距離(米)。
γ-rays(Gy):γ-射線(戈瑞);neutrons(Gy):中子(戈瑞);total doses(Sv):總劑量(希沃特)。
γ-射線和中子的空氣比釋動能取自卡林斯等人【30】的報告。為了計算總劑量,根據佐佐木等人【47】的報告估計了中子的劑量依賴性生物效應。(詳見正文)
8.3.2 建築物對輻射的屏蔽
圖8.1中的劑量估計值適用於直接處在輻射路徑上的人,在他們與空中爆炸點(爆炸中心)之間沒有任何固體物質。不過許多人轟炸時是在室內的,其中有一些在戶外的人發現自己被中間的建築物遮擋了爆炸。
傳統的日本房屋都是一層或二層的簡單建築,主要是木結構的,有的是茅草屋頂,但大多數是瓦屋頂。這是廣島和長崎兩地房屋的主要類型,不過在長崎這個城市裏混凝土建築的比重據說要高一些。關於γ-射線和中子對這樣的傳統建築的穿透能力,正如奧克西耶【36】和荒川【148】所記述的,在1950年代和1960年代已經研究得相當透徹。根據這些測量結果,在木結構的建築物裏,γ-射線的劑量是開闊地的60%以上,中子的劑量是40%以上。因此,這些建築物對於防禦核彈的輻射作用非常有限。相比之下,混凝土結構的建築物能夠提供有效的屏蔽,特別是對在室內而又背對轟炸的人。
8.3.3 輻射劑量的閾值距離
考慮到轟炸的受害者幾乎完全沒有醫療服務,我們可以設想超過6希沃特的情況下是不可能生存下來的;根據圖8.1所顯示的估計值,在這兩個城市的閾值距離都達到或超過了1 000米。因此,不管是在廣島還是長崎,在1 000米之內在沒有遮蔽的情況下暴露,存活應該是不可能的。在500米之內,不受遮擋的這個劑量必然會導致腦血管綜合症,是急性輻射病的最嚴重最快速的致命形式;這不應該僅僅適合於那些沒有屏蔽的人,而且也適合於那些除了傳統木屋沒有別的屏蔽的人。另一方麵,在這兩個城市的1 500米以外,無屏蔽劑量下降到了一個很低的水平,預計低於這個水平就不會出現急性輻射病的嚴重症狀。
8.3.4 急性輻射病距離分布的預測
根據上述觀測結果,我們可以認為,關於廣島和長崎急性輻射病的統計數字表現出了高度的規律性,具有如下特點:
1,在500米之內,所有那些沒有屏蔽的暴露者或在傳統木屋裏的人都應該患上腦血管綜合症,他們中沒有人能在2-3天之後還存活;
2,在0.5-1公裏之間,所有在傳統木屋裏或沒有屏蔽的人都應該發生急性輻射病;而後一群體中,應該沒有幸存者;
3,在1-1.5公裏之間,戴遮光罩在露天中暴露的受害者都應該患上急性輻射病,程度從輕微短暫的到嚴重致命的不等;
4,在1.5公裏以外的暴露人群中,不管有無屏蔽,最多出現幾例輕微的急性輻射病;
5,在2公裏以外,無論怎樣都不會出現任何急性輻射病病例。
請注意,這些閾值距離值是以當前的劑量估計值為依據的,早期的估計值總的來講偏高。【148,149】如果我們假設實際上那些早期的數值是正確的,那麽應該出現一個相似的模式,而上述羅列的各條界線之間的距離都約為500米。
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