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年年圣诞今又是【摄于安大略省于人村】[
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再访广岛
【德】麦考·帕默著
郎伦友译
第四章残余放射性的早期检测
法雷尔将军告诉我们------我们的任务就是证明炸弹不存在放射性。
——唐纳德·L·柯林斯【70】
这一章将审视由美国和日本的调查人员在广岛和长崎的早期现场检测报告。结论是,现有的非常有限的证据并不支持地面上具有很高水平的初始放射性,而传统的核[
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虎年生肖邮票:彭林岛彭林岛(英文名:PenrhynIsland)位于南太平洋,为库克群岛15个岛中最远及最大的环礁。由一长达77km的珊瑚环组成。泻湖面积233km²,陆地面积9.84km²。最高海拔在5m以内。2011年统计人口213人。彭林岛主要有两个村落。主要村落Omoka位于环礁西侧环的Moananui小岛,机场北部。TeTautua村位于东侧环的Pokerere小岛。库克群岛在1888-1900年属于英国领地。1900年归[
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再访广岛
【德】麦考·帕默著
郎伦友译
第三章第八节
3.8结论
来自广岛和长崎的研究都没有提供任何与所谓的核爆炸相关的放射性尘埃的明确证据。长崎附近的钚和铯137是相应的高水平,但它们并不符合所谓的原子弹裂变的产额。另外它们的沉积物表明与轰炸的时间无法吻合;相反,它们可能是在两年后沉积的,这两年恰好与康普顿所估计的钚[
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虎年生肖邮票:库克群岛库克群岛(TheCookIslands),位于南太平洋上,介于法属波利尼西亚与斐济之间,是新西兰的王国自由结合区。国土面积240平方公里,由15个小岛组成。首都阿瓦鲁阿(Avarua)。2020年,库克群岛人口1.79万。毛利人为原住民。1888年成为英国保护地。1901年6月成为新西兰属地。1964年在联合国监督下举行全民公决,通过宪法,实行内部完全自治,享有完全的立[
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再访广岛
【德】麦考·帕默著
郎伦友译
第三章第七节
3.7第一次原子弹爆炸试验真的使用了钚弹吗?
根据官方的说法,1945年7月16日在阿拉莫戈多进行的“三位一体”试验(见第13.6.4一节)使用的是一枚与在长崎使用的“胖子”炸弹相同类型的钚弹。【40,第288页】然而这个说法与同期一些文献相矛盾。
3.7.11945年的亚瑟·康普顿[
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大花葱不是大葱花大花葱(AlliumgiganteumRegel),又叫吉安花、硕葱,是百合科葱属多年生植物。
我们炒菜吃的大葱(Alliumfistulosum),也是葱属,与大花葱算是亲戚吧。大花葱是一种观赏性的花卉,虽然没有毒性,但是不能食用。
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再访广岛
【德】麦考·帕默著
郎伦友译
第三章第六节
3.6浓缩铀至炸弹级:在1945年是可能的吗?
以上我们看到了,尽管据说广岛的炸弹中含有大约50千克的浓缩铀235,但当地的放射性尘埃无法证明有高度浓缩的铀235。因此我们可以怀疑生产炸弹级铀的工艺技术在1945年是否存在。
3.6.1莱斯利·格罗夫斯报告谈到的最先进的技术
“曼[
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秋天的花楸最吸睛花楸属(学名:SorbusL.)是蔷薇科下一个属,约80种,分布于北温带。多数花楸属植物有密集的花序,点缀着很多白色花朵,秋季结成红色、黄色或白色的果实,挂满枝头,可供观赏之用。有些种类果实中含丰富的维生素和糖分,可作果酱、果糕及酿酒之用。【摄于安大略省于人村居民区】[
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)
再访广岛
【德】麦考·帕默著
郎伦友译
第三章第四节
3.4广岛放射性尘埃中同位素比例差异
图3.4B表明,在广岛轰炸产生的放射性尘埃中铯137对钚(钚239和钚240)的比例有很大的差异。一个非常明显的差异在四十万等人【6】的报告中也提到了:在取自一块石膏板的黑雨样品中的铯137和由炸弹产生的铀235的比例。(见图1.2)这个同位素的比例应该是与[
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