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Valence states of C-2, Feynman's way

机译:C-2价态,费曼的方式

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Feynman's way is used to calculate total-energy curves for the X-1 Sigma(g)(+), a(3) Pi(u), b(3) Sigma(g)(-), A(1) Pi(u), c(3) Sigma(u)(+), 1(1) Delta(g), 2(1) Sigma(g)(+), d(3) Pi(g), C-1 Pi(g), e(3) Pi, D-1 Sigma(u)(+), and C'(1) Pi(g) valence states of C-2. Lewis structures are derived for each state. Average (maximum) deviations of calculated spectroscopic constants from experiment are 1.9 (4.3) pm for R-e, 18 (32) kJ/mol for D-e, 12 (36) kJ/mol for T-e, 62 (162) cm(-1) for omega(e), and 16 (31) kJ/mol for asymptotic excitation energies. (C) 1998 American Institute of Physics. [References: 91]
机译:费曼方法用于计算X-1 Sigma(g)(+),a(3)Pi(u),b(3)Sigma(g)(-),A(1)Pi( u),c(3)Sigma(u)(+),1(1)Delta(g),2(1)Sigma(g)(+),d(3)Pi(g),C-1 Pi( g),e(3)Pi,D-1 Sigma(u)(+)和C'(1)C-2的Pi(g)价态。为每个状态导出Lewis结构。从实验计算出的光谱常数的平均(最大)偏差为Re为1.9(4.3)pm,De为18(32)kJ / mol,Te为12(36)kJ / mol,Te为62(162)cm(-1) ω(e)和16(31)kJ / mol的渐近激发能。 (C)1998美国物理研究所。 [参考:91]

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