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Precision of Approximate Kramers Formulas for the Fission Rate: Canonical and Microcanonical Ensembles

机译:裂变速率的近似Kramers公式的精度:正则和微正则集合

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The precision of the Kramers formulas, which are frequently used to calculate the rate of fission of excited nuclei, is studied quantitatively bymeans of a numerical simulation. The deformation dependence of the level-density parameter is taken here into account in contrast to what was done in previous studies on this subject. It turns out that, as the excitation energy becomes lower, the error in the integral Kramers formula decreases monotonically, reaching 2% (precision of dynamical simulation) for a potential-barrier height three to four times greater than the temperature. The approximate Kramers formula obtained from the aforementioned integral formula is in substantially poorer agreement with the results of the dynamical simulation. In the same region of the controlling parameter, its typical error may change sign and reaches 5 to 15%.
机译:Kramers公式的精度经常用于计算激发核的裂变速率,并通过数值模拟的方法进行了定量研究。与先前关于该主题的研究相比,此处考虑了水平密度参数的变形依赖性。事实证明,随着激发能的降低,积分式Kramers公式中的误差会单调减小,势垒高度比温度大3到4倍时达到2%(动态模拟的精度)。从上述积分公式获得的近似克雷默斯公式与动力学仿真的结果在实质上差得多。在控制参数的相同区域中,其典型误差可能会改变符号并达到5%至15%。

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