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Obtaining the Varshni potential function using the 2-body Kaxiras-Pandey parameters

机译:使用2体Kaxiras-Pandey参数获得Varshni势函数

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摘要

A generalized version of the Varshni potential function was adopted by Kaxiras and Pandey for describing the 2-body energy portion of multi-body condensed matter. The former's simplicity and resemblance to a Morse potential allows faster computation while the latter's greater number of parameters allows better curve-fitting of spectroscopic data. This paper shows one set of parameter conversion from the Varshni function to the 2-body portion of the Kaxiras-Pandey function, and vice versa two sets of parameter conversion. The latter two sets reveal good correlation between plotted curves, and were verified by the imposition of equal energy curvatures at equilibrium and equal energy integral from equilibrium to dissociation. These parameter conversions can also be attained more easily by equating the product of indices (for short range) and the summation of index reciprocals (for long range).
机译:Kaxiras和Pandey采用了Varshni势函数的广义形式来描述多体凝聚物的2体能量部分。前者的简单性和与莫尔斯电势的相似性使计算速度更快,而后者的大量参数使光谱数据的曲线拟合效果更好。本文显示了一组从Varshni函数到Kaxiras-Pandey函数的2体部分的参数转换,反之亦然,是两组参数转换。后两组显示出绘制曲线之间的良好相关性,并通过在平衡时施加相等的能量曲率和从平衡到解离的相等能量积分来验证。通过将指数乘积(对于短范围)与指数倒数之和(对于远距离)的乘积相等,也可以更轻松地实现这些参数转换。

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