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再访广岛
【德】麦考·帕默著
郎伦友译
第六章第五节
6.5新的改进的检测方法:一切终于真相大白
在第6.2一节中记录的DS86所计算的中子射程与观察到的射程差异是引起重大疑惑的原因。整个1990年代,许多笔墨都耗费在试图调和固执的数据与官方认可的理论上,但最终都没有成功。(脚注14)于是,人们显然只好让步。在常规的科学中,这当然是在[
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兔年你好!【图7,8摄于艾伯特省坎摩尔镇,2—6摄于安大略省于人村】[
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虎年再见!
1—3,爬山虎
4—5,虎皮百合
6—7,虎刺梅
8,虎颜花
9,虎尾兰
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再访广岛
【德】麦考·帕默著
郎伦友译
第六章第四节
6.4钴和铕放射性研究比较
在6.2一节,我们已经接触到了通过低能中子俘获使钴和铕这两种元素产生放射性的一些研究。钴的稳定同位素是钴59,通过中子俘获转化为钴60;与此不同,铕有两种在丰度上相似的稳定同位素铕151和铕153,它们分别被活化为铕152和铕154。这三种放射性同位素的半衰[
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![](/upload/album/f5/2b/7c/53e299df6119Gc9l1GRI.jpg)
轴对称【摄于安大略省于人村特酷浜(ToogoodPond)公园】[
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再访广岛
【德】麦考·帕默著
郎伦友译
第六章第三节
6.3硫的放射性检测
虽然由中子辐射产生的放射性同位素大多数是通过慢中子俘获形成的,但硫(硫32)却是个例外。这个反应过程不仅包括中子俘获,而且还有质子的喷射,所以核子的总数保持不变。正如人们所预料的,这只适用于能量非常丰富的中子;所需要的动能至少大约是2.5兆电子伏。[
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![](/upload/album/de/b4/56/2208b9972437YKA2h32z.jpg)
热情艳丽的三角梅三角梅(学名:Bougainvilleaspp.)是光叶子花和叶子花的统称,属紫茉莉科、叶子花属植物。三角梅喜湿、怕积水,耐高温、干旱,忌寒冻,喜肥,抗贫瘠能力强,在稍偏酸性或稍偏碱性土壤上均可正常生长。三角梅要求每天光照时间不少于9小时,光照充足时植株生长良好;三角梅长时间得不到光照或光照很弱时,会延迟开花或不开花。三角梅的花语是热情,[
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再访广岛
【德】麦考·帕默著
郎伦友译
第六章第二节
6.2低能中子诱导的同位素的检测
这类同位素包括钴60、铕152和铕154、氯36以及钙41。所有这些同位素的前体核素都能有效地俘获热中子,同时也能俘获高能中子,只是效率略有不同;这些比较细微的差别将在下文考虑。现在重要的是,根据T65D这些同位素每一个都应该显示出接近200米的松弛长度[
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![](/upload/album/ea/9b/9e/f4fbb0f80409T89kQq6h.jpg)
精美的石头会唱歌【摄于安大略省格里姆斯比镇湖畔】[
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再访广岛
【德】麦考·帕默著
郎伦友译
第六章第一节
6.1T65D和DS86剂量测定方案中的中子剂量估算
我们在前面已经讨论过了,一颗真正的原子弹应该释放γ-射线和中子辐射。罗伯特·威尔逊【72】所进行的研究可能是最早对广岛和长崎所释放的两种辐射形式的数量进行量化的尝试。注意,他几乎没有可以利用的物理数据(见4.1一节的引文),[
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