采用从头计算的多参考组态CI方法(MRCI)和B原子Dunning s相关调和基函数含扩散基的大基组aug cc pVQZ对B+2分子的基态和低激发态的势能曲线进行计算。利用Huxley函数、Murrell Sorbie函数和最小二乘法拟合出了解析势能函数,并以此为基...采用从头计算的多参考组态CI方法(MRCI)和B原子Dunning s相关调和基函数含扩散基的大基组aug cc pVQZ对B+2分子的基态和低激发态的势能曲线进行计算。利用Huxley函数、Murrell Sorbie函数和最小二乘法拟合出了解析势能函数,并以此为基础计算出光谱常数。通过比较发现:Huxley函数比MS函数的拟合方差更小,能更好地再现分子中原子间相互作用。采用两种函数所得解析势能函数与从头计算势能曲线间的误差RMS均远小于化学精度4.184kJ/mol的要求,表明所得解析势能函数很好地再现了这些态中原子间的相互作用情况,可用于更广泛的研究。展开更多
The geometries of the reactants and product for the titled reaction are optimized at CAS(3,3)+1+2/cc-pvDZ level. The energetics of some crucial points along the minimum energy path are refined by CAS(3,3)+1+2/cc-pvTZ ...The geometries of the reactants and product for the titled reaction are optimized at CAS(3,3)+1+2/cc-pvDZ level. The energetics of some crucial points along the minimum energy path are refined by CAS(3,3)+1+2/cc-pvTZ method. Based on RRKM theory, the rate constants for the titled reaction are calculated with the geometries and frequencies of CAS(3,3)+1+2/cc-pvDZ. The obtained values are in good agreement with the experimental ones.展开更多
文摘采用从头计算的多参考组态CI方法(MRCI)和B原子Dunning s相关调和基函数含扩散基的大基组aug cc pVQZ对B+2分子的基态和低激发态的势能曲线进行计算。利用Huxley函数、Murrell Sorbie函数和最小二乘法拟合出了解析势能函数,并以此为基础计算出光谱常数。通过比较发现:Huxley函数比MS函数的拟合方差更小,能更好地再现分子中原子间相互作用。采用两种函数所得解析势能函数与从头计算势能曲线间的误差RMS均远小于化学精度4.184kJ/mol的要求,表明所得解析势能函数很好地再现了这些态中原子间的相互作用情况,可用于更广泛的研究。
文摘The geometries of the reactants and product for the titled reaction are optimized at CAS(3,3)+1+2/cc-pvDZ level. The energetics of some crucial points along the minimum energy path are refined by CAS(3,3)+1+2/cc-pvTZ method. Based on RRKM theory, the rate constants for the titled reaction are calculated with the geometries and frequencies of CAS(3,3)+1+2/cc-pvDZ. The obtained values are in good agreement with the experimental ones.
