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Numerical calculation of overlap and kinetic integrals in prolate spheroidal coordinates. II

机译:扁球面坐标中重叠和动力学积分的数值计算。 II

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The efficient algorithm calculating the overlap and the kinetic integrals for the numerical atomic orbitals is presented. On the basis of the prolate spheroidal coordinates, the overlap and the kinetic integral are reduced to the integral over the rectangular domain. The integration over the rectangular domain is performed by the adaptive integration scheme. The developed algorithm is applied to calculate the integrals for the pairs of hydrogen and gallium eigenfunctions. It is demonstrated that high accuracy can be obtained for small number of integrand evaluations what guarantees the efficiency of the presented algorithm. (C) 2007 Wiley Periodicals, Inc.
机译:提出了计算数字原子轨道的重叠和动力学积分的有效算法。基于长球体坐标,重叠和动力学积分减小为矩形域上的积分。矩形域上的积分是通过自适应积分方案执行的。该改进算法被用于计算氢和镓本征函数对的积分。结果表明,对于少量的积分估计,可以获得很高的准确性,这保证了所提出算法的效率。 (C)2007 Wiley期刊公司

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