{"title":"239Pu和240Pu的α粒子发射概率","authors":"C.John Bland , Jean Truffy","doi":"10.1016/0883-2889(92)90201-O","DOIUrl":null,"url":null,"abstract":"<div><p>Tabulated emission probabilities [e.g. IAEA (1986)] for the α-particle decay of the nuclide <sup>239</sup>Pu appear to require revision in the light of measurements reported here. Although the sum of the probabilities of the two most intense lines, α<sub>0</sub> and α<sub>13</sub>, has been listed as <em>ca</em> 88% since the work of Baranov <em>et al.</em> (1963). However, the individual probabilities measured for these lines were 70.73 and 17.56%, and these values differ significantly from those appearing in reference tables [e.g. IAEA (1986)]. In earlier measurements, the incomplete resolution of two peaks only ∼13 keV apart, or the effects of conversion electrons in producting energy-summing effects may have given rise to systematic errors depending on the type of apparatus used.</p><p>Measurements have been carried out under low geometry with a very thin source of purified <sup>239</sup>Pu and, for comparison, another of <sup>240</sup>Pu. Emission probabilities were obtained from the energy spectra using a computer programme to find a best-fit to the peaks with analytical expressions. The programme is based on an iterative Simplex procedure to find a minimum of Chi-squared. A careful evaluation of the variances provides estimates of the relative uncertainty (at the 2σ level) of each emission probability which are, in all cases, <2% of the measured values.</p></div>","PeriodicalId":14288,"journal":{"name":"International Journal of Radiation Applications and Instrumentation. Part A. 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However, the individual probabilities measured for these lines were 70.73 and 17.56%, and these values differ significantly from those appearing in reference tables [e.g. IAEA (1986)]. In earlier measurements, the incomplete resolution of two peaks only ∼13 keV apart, or the effects of conversion electrons in producting energy-summing effects may have given rise to systematic errors depending on the type of apparatus used.</p><p>Measurements have been carried out under low geometry with a very thin source of purified <sup>239</sup>Pu and, for comparison, another of <sup>240</sup>Pu. Emission probabilities were obtained from the energy spectra using a computer programme to find a best-fit to the peaks with analytical expressions. The programme is based on an iterative Simplex procedure to find a minimum of Chi-squared. 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引用次数: 12
摘要
239Pu核素α-粒子衰变的发射概率表[例如IAEA(1986)]似乎需要根据本文报道的测量结果进行修订。尽管自Baranov et al.(1963)的工作以来,α0和α13这两条最强烈的谱线的概率之和已被列为约88%。然而,对这些线测量的单个概率分别为70.73和17.56%,这些值与参考表中出现的值有很大差异[例如原子能机构(1986)]。在早期的测量中,两个峰的不完全分辨率仅为~ 13 keV,或者转换电子在产生能量消耗效应时的影响可能会引起系统误差,这取决于所使用的仪器类型。在低几何形状下,用非常薄的纯化239Pu源和另一种240Pu源进行了测量。利用计算机程序从能谱中得到发射概率,用解析表达式找到峰值的最佳拟合。该方案是基于一个迭代的单纯形程序,以找到最小的卡方。对方差的仔细评估提供了每个发射概率的相对不确定性(在2σ水平上)的估计值,在所有情况下,都是测量值的2%。
Alpha-particle emission probabilities for 239Pu and 240Pu
Tabulated emission probabilities [e.g. IAEA (1986)] for the α-particle decay of the nuclide 239Pu appear to require revision in the light of measurements reported here. Although the sum of the probabilities of the two most intense lines, α0 and α13, has been listed as ca 88% since the work of Baranov et al. (1963). However, the individual probabilities measured for these lines were 70.73 and 17.56%, and these values differ significantly from those appearing in reference tables [e.g. IAEA (1986)]. In earlier measurements, the incomplete resolution of two peaks only ∼13 keV apart, or the effects of conversion electrons in producting energy-summing effects may have given rise to systematic errors depending on the type of apparatus used.
Measurements have been carried out under low geometry with a very thin source of purified 239Pu and, for comparison, another of 240Pu. Emission probabilities were obtained from the energy spectra using a computer programme to find a best-fit to the peaks with analytical expressions. The programme is based on an iterative Simplex procedure to find a minimum of Chi-squared. A careful evaluation of the variances provides estimates of the relative uncertainty (at the 2σ level) of each emission probability which are, in all cases, <2% of the measured values.