Long-range interactions of Li(n = 2) states with each other and the long-range interaction of Li(2s2S) with Li(3s2S)

Application of direct potential fitting to line position data for the and states of Li2

“…(5) is known. For the X state of Li 2 with n = 6, several theoretical estimates of 10 À6 C 6 = 6.655 (39) [35], 6.694 (39) [36], 6.698 [37], 6.698 [38], and 6.665 cm À1 Å 6 [39] are in excellent agreement with the value of C 6 = 6.689 · 10 6 cm À1 Å 6 obtained in the more recent work of Marinescu et al [40], but somewhat less than that (6.80 · 10 6 cm À1 Å 6 ) obtained in the most recent study by Rérat et al [41]. In the present work, we have used the result obtained in [40].…”

Construction of RKR-QDT atomic model potentials for the calculation of Lithium polarizabilities and hyper-polarizabilities

“…For states having L > 0 it is customary to use the irreducible components of their polarizabilities and hyper-polarizabilities (Schmieder et al 1971, Themelis andNicolaides 1992). In this case, the scalar part α 0 and the tensor part α 2 of the polarizability can be obtained by the following matrix equation: Theodosiou and Themelis (1993) 126.22 Pipin and Bishop (1993) 126.844 1.605 Themelis and Nicolaides(1992) 135.7 0.13 1.10 × 10 7 −0.70 × 10 7 Konowalow and Fish (1983) 126.0 2.8 Adelman and Szabo (1973) 145.1 Schmieder et al (1971) 160.8 −40.2 Windholz et al (1992) 126.87 1.61 Hunter et al (1991) 126.8 ± 3.4…”

Dipole Polarizabilities of Li, C, and O and Long-Range Coefficients for Various Molecular States of Li2, CO, and O2

“…Various literature values (31,(33)(34)(35)(36)(37)(38)(39)(40)(41) are also quoted in are reported the quadrupole moments as well as the static polarizabilities, of the three lowest states of Li. For the three …”