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Significance of an infinite nested radical number and its application in van der Waals potential functions

机译:无限嵌套根数的意义及其在范德华势函数中的应用

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摘要

This paper demonstrates the relations between a new mathematical constant and its relevance to the molecular potential energy function commonly adopted in computational chemistry softwares. This mathematical constant, 1.7767750401 (correct up to 12 decimal places), which fulfills the following infinite nested radical equation is shown to be applicable as the indices of a generalized Lennard-Jones potential energy function. This new potential function demonstrates very good agreement with the various versions of specific Lennard-Jones potential energy functions and the Buckingham potential function converted from the Lennard-Jones(12-6) function when the indices are positive integer multiples of the mathematical constant or when the indices are raised to the first four positive integer powers.
机译:本文演示了新的数学常数及其与计算化学软件中常用的分子势能函数的相关性之间的关系。满足以下无限嵌套式根方程的数学常数1.7767750401(校正至小数点后12位)显示适用作广义Lennard-Jones势能函数的指标。当索引为数学常数的正整数倍或当指数为正整数倍时,此新的势函数证明与特定版本的Lennard-Jones势能函数的各种版本以及从Lennard-Jones(12-6)函数转换的白金汉势函数非常吻合。索引被提高到前四个正整数幂。

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  • 来源
    《Match》 |2007年第3期|共8页
  • 作者

    Teik-Cheng Lim;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 化学;
  • 关键词

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