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Spin forbidden

Once the excited molecule reaches the S state it can decay by emitting fluorescence or it can undergo a fiirtlier radiationless transition to a triplet state. A radiationless transition between states of different multiplicity is called intersystem crossing. This is a spin-forbidden process. It is not as fast as internal conversion and often has a rate comparable to the radiative rate, so some S molecules fluoresce and otliers produce triplet states. There may also be fiirther internal conversion from to the ground state, though it is not easy to detemiine the extent to which that occurs. Photochemical reactions or energy transfer may also occur from S. ... [Pg.1143]

The first excited singlet state, 2 Sq, is also metastable in the sense that a transition to the ground state is forbidden by the Af selection rule but, because the transition is not spin forbidden, this state is not so long-lived as the 2 Si metastable state. [Pg.221]

These transitions correspond to the electronic promotion —> with the promoted electron maintaining it.s- spin unaltered. The orbital multiplicity of the configuration i.s 6 and so corresponds to two orbital triplet terms Ti, and Tjg- If, on the other hand, the promoted electron changes its spin, the orbital multiplicity is again 6 but the two T terms arc now spin triplets, T g and A weak band attributable to the spin-forbidden Mi, transition is indeed... [Pg.1128]

Spin-forbidden electronic transitions in transition metal complexes. L. L. Lohr, Coord. Chem. Rev., 1972, 8, 241-259 (74). [Pg.33]

The first two terms in the expansion are strictly zero because of the spin selection rule, while the last two are non-zero, at least so far as the spin-selection rule is concerned. So a spin-forbidden transition like this, X VT , can be observed because the descriptions X and are only approximate that is why we enclose them in quotation marks. To emphasize the spin-orbit coupling coefficients for the first row transition elements are small, the mixing coefficients a and b are small, and hence the intensities of these spin-forbidden transitions are very weak. [Pg.65]

Experimentally, spin-allowed d-d bands (we use the quotation marks again) are observed with intensities perhaps 100 times larger than spin-forbidden ones but still a few orders of magnitude (say, two) less intense than fully allowed transitions. This weakness of the d-d bands, alluded to in Chapter 2, is a most important pointer to the character of the d orbitals in transition-metal complexes. It directly implies that the admixture between d and p metal functions is small. Now a ligand function can be expressed as a sum of metal-centred orbitals also (see Box 4-1). The weakness of the d-d bands also implies that that portion of any ligand function which looks like a p orbital when expanded onto the metal is small also. Overall, therefore, the great extent to which d-d bands do satisfy Laporte s rule entirely supports our proposition in Chapter 2 that the d orbitals in Werner-type complexes are relatively well isolated (or decoupled or unmixed) from the valence shell of s and/or p functions. [Pg.66]

The second example in Fig. 4-4 shows how a (spin-allowed or spin-forbidden) band lying close to a charge transfer band may acquire unusually high intensity. We shall discuss charge-transfer bands more in Chapter 6. For the moment, we note that they involve transitions between metal d orbitals and ligands, are often fully allowed and hence intense. On occasion, the symmetry of a charge transfer state... [Pg.70]

Here we comment on the shape of certain spin-forbidden bands. Though not strictly part of the intensity story being discussed in this chapter, an understanding of so-called spin-flip transitions depends upon a perusal of correlation diagrams as did our discussion of two-electron jumps. A typical example of a spin-flip transition is shown inFig. 4-7. Unless totally obscured by a spin-allowed band, the spectra of octahedral nickel (ii) complexes display a relatively sharp spike around 13,000 cmThe spike corresponds to a spin-forbidden transition and, on comparing band areas, is not of unusual intensity for such a transition. It is so noticeable because it is so narrow - say 100 cm wide. It is broad compared with the 1-2 cm of free-ion line spectra but very narrow compared with the 2000-3000 cm of spin-allowed crystal-field bands. [Pg.72]

Blue [CrlRxantla] (R = Me, Et, or L-menthyl) complexes have been prepared and characterized (103, 106, 107), and these complexes, together with some of the dialkyldithiocarbamate complexes, show spin-forbidden transitions, E, Ti A2, and T2 2, the last two... [Pg.222]

Figure 10. Electron excitations in radicals (a) Collective representation of one-electron transitions of the A, B, and C types if denotes MO (b) LCI energy-level scheme (Jablonski diagram) for doublet and quartet states indicating why with radicals fluorescence (- - -) but not phosphorescence is observed. Spin-forbidden transitions are represented by dashed lines. Figure 10. Electron excitations in radicals (a) Collective representation of one-electron transitions of the A, B, and C types if denotes MO (b) LCI energy-level scheme (Jablonski diagram) for doublet and quartet states indicating why with radicals fluorescence (- - -) but not phosphorescence is observed. Spin-forbidden transitions are represented by dashed lines.
Photoionization can also access excited electronic states of the ion that are difficult to study by optical methods. The photoionization yield of FeO increases dramatically 0.36 eV above the ionzation energy. This result corresponds to the threshold for producing low spin quartet states of FeO. These states had not been previously observed, as transitions to them are spin forbidden and occur at inconveniently low energy. Because the FeO + CH4 reaction occurs via low spin intermediates, accurately predicting the energies of high and low spin states is critical. [Pg.352]

CO2 channel dominates as it is spin allowed and occurs via a loose transition state. In contrast, production of VO is spin forbidden and goes via a tight transition state that lies higher in energy than W" + CO2. [Pg.363]

Relations (44,45) describe the general form of the N-order condition However, some terms must be eliminated from relation (45) because they do not occur when the anticommutation/commutation operations are carried out explicitly. We call these terms spin — forbidden because in all of them the spin correspondence which should exist between the creator and the annihilators forming the p-RO (which generates the p-RDM) is not maintained. These spin-forbidden terms are those having a transposition of at least two indices in their p-RDM. For instance ... [Pg.70]


See other pages where Spin forbidden is mentioned: [Pg.1143]    [Pg.245]    [Pg.361]    [Pg.361]    [Pg.319]    [Pg.1029]    [Pg.1035]    [Pg.1060]    [Pg.1089]    [Pg.1158]    [Pg.349]    [Pg.158]    [Pg.1017]    [Pg.253]    [Pg.69]    [Pg.70]    [Pg.70]    [Pg.74]    [Pg.77]    [Pg.309]    [Pg.144]    [Pg.357]    [Pg.149]    [Pg.155]    [Pg.351]    [Pg.356]    [Pg.362]    [Pg.181]    [Pg.97]    [Pg.70]    [Pg.71]    [Pg.298]    [Pg.43]   
See also in sourсe #XX -- [ Pg.257 ]




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