University of Western Ontario.
University of Western Ontario.
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西安大略大学。
DOI：
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发表时间：
1962
影响因子：
14.6
通讯作者：
J. Drennan
中科院分区：
文献类型：
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作者：
Kwok Cheung;J. Hunter;A. Lashtabeg;J. Drennan
用Runge-Kutta法和Numerov法求解表列Morso势的约化薛定谔波动方程。这是Klein-Dunhcn势方程的一个初步的自然解。N？的归一化波函数，在核间分离中以0.01A的间隔给出的0阶和5阶的3 H与解析得到的结果非常一致。数值生成的波函数的一个准则，根据观察到的旋转常数，描述了良好的。
Tests have been nade of the Runge-Kutta and (especially) Numerov methods of solving the reduced SchrÖdinger wave equation for a tabulated Morso potential. This is prelininary to nur.crical solution of the equation for a Klein-Dunhcn potential. Normalized wave fiinctionsfor N?, 3 H, of orders 0 and 5» given at an interval of 0.01A in internucloar separation, agree closely with those obtained analytically. A criterion fer goodness of wave functions generated numerically, depending on observed rotational constants, is described.