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Energy Transfer By Excited States

The absorption of a photon or an electron-hole recombination event in an organic solid creates an electronic excitation, [Pg.61]

In conventional solid-state physics, an exciton is considered as an electron-hole pair separated by a medium with a well-defined dielectric constant, s. The time-independent Schrodinger equation with the inter-carrier Coulomb [Pg.64]

This type of exciton is envisaged by Wannier [125] and Mott [132a], thus known commonly as a Wannier-Mott exciton. In this exciton, the electron and the hole revolve around each other resembling the simple (Bohr) structure of the hydrogen atom. The energies (45) and inter-carrier distances [Pg.65]

The exciton binding energy is related directly to the ionization energy of the hydrogen atom, ZH = 13.5 eV, according to [Pg.65]

In the random walk description, the energy transfer rate constant is related to the number of hops made by the exciton without revisiting any site in its lifetime. The nearest-neighbor random walk in an isotropic medium may be approximated by a random walk on a simple cubic lattice [145] [Pg.70]


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