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Jahn Teller dynamics

Recent work on deuterated pure copper Tutton s salt [43] and on Cu -(2,2 6, 6"-terpyridine)2(PF6)2 [44] demonstrated that the energy difference between the two vibronic levels may itself depend on temperature due to coopera-tivity of the Jahn-Teller dynamics. In the case of Tutton s salt this cooperativity is believed to be mediated by a hydrogen-bond network. [Pg.233]

The stoi7 begins with studies of the molecular Jahn-Teller effect in the late 1950s [1-3]. The Jahn-Teller theorems themselves [4,5] are 20 years older and static Jahn-Teller distortions of elecbonically degenerate species were well known and understood. Geomebic phase is, however, a dynamic phenomenon, associated with nuclear motions in the vicinity of a so-called conical intersection between potential energy surfaces. [Pg.2]

Some final comments on the relevance of non-adiabatic coupling matrix elements to the nature of the vector potential a are in order. The above analysis of the implications of the Aharonov coupling scheme for the single-surface nuclear dynamics shows that the off-diagonal operator A provides nonzero contiibutions only via the term (n A n). There are therefore no necessary contributions to a from the non-adiabatic coupling. However, as discussed earlier, in Section IV [see Eqs. (34)-(36)] in the context of the x e Jahn-Teller model, the phase choice t / = —4>/2 coupled with the identity... [Pg.28]

Conical intersections can be broadly classified in two topological types peaked and sloped [189]. These are sketched in Figure 6. The peaked case is the classical theoretical model from Jahn-Teller and other systems where the minima in the lower surface are either side of the intersection point. As indicated, the dynamics of a system through such an intersection would be expected to move fast from the upper to lower adiabatic surfaces, and not return. In contrast, the sloped form occurs when both states have minima that lie on the same side of the intersection. Here, after crossing from the upper to lower surfaces, recrossing is very likely before relaxation to the ground-state minimum can occur. [Pg.283]

C. Dynamical Jahn-Teller and Geometric Phase Effects... [Pg.551]


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See also in sourсe #XX -- [ Pg.11 , Pg.11 , Pg.11 , Pg.61 , Pg.73 , Pg.74 ]




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