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Determination of Nonlinear Parameters Included in Rate Equations by Taylor's Differential Correction Method Uranium isotope exchange between UF{sub}6 and UF{sub}5

机译:泰勒差分校正方法中包括速率方程中包括的非线性参数的确定UF {sub} 6和UF {sub} 5的铀同位素交换

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Rate equations are derived for the uranium isotope exchange between UF{sub}6 and UF{sub}5 by assuming that the underlying UF{sub}5 molecules to participate the reaction and yet the number of UF{sub}5 molecules on the particle surfaces remains unchanged with time. The numerical method is given for the determination of reaction parameters included nonlinearly in the rate equations based on this model. The method applies to the cases where the observed quantities must be related to their numerical solutions. A remarkable agreement is found between the UF{sub}5 particle sizes estimated from the reaction parameter and from the direct observation by an electron microscope. The rate equation derived in this study shows a similar trend to the previous model of limited participation of the outermost layer having two different reactivities.
机译:通过假设基础UF {亚} 5分子参与反应,衍生UF {sub} 6和UF {sub} 5之间的铀同位素交换,衍生UF {sub} 6和UF {sub} 5。颗粒上的UF {sub} 5分子的数量随着时间的推移,表面保持不变。给出了基于该模型的速率方程中非线性地包括的反应参数的数值方法。该方法适用于观察到的数量必须与其数值解决方案相关的情况。从反应参数估计的UF {Sub} 5粒径和电子显微镜直接观察之间存在显着的协议。本研究得出的速率方程显示出与前后层的有限参与模型的类似趋势,其中最外层具有两个不同的反应性。

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