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Resonance exchange integral, dependence

Fig. 8.8. The dependence of resonance exchange integral on doping parameter... Fig. 8.8. The dependence of resonance exchange integral on doping parameter...
Excitations similar to giant resonances are observed for much deeper-shell excitation, and are more aptly named shape resonances, because the spatial overlap between the initial and final states is less complete than for giant resonances. An example is 3d — f in Ba, which is similar in character, but not identical, to Ad —> / in the same element in particular, the smaller spatial overlap means that the exchange integral has a less dramatic influence on the spectrum, which is why, when studying solids (see chapter 11), deep shell excitation is preferred if the resonance is to be used as a probe of final state density in this way, one avoids most of the term dependence. [Pg.174]

The integral is the spectral overlap integral of the donor emission f (v) with the acceptor absorption profile f (v) for resonance condition. F(R) summarizes the essential mechanisms, like the Dexter (1953) exchange or the Forster (1951) multipole mechanism with their specific R distance dependences. [Pg.570]


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Exchange integral

Integration, resonances

Resonance integrals

Resonant exchange

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