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Electronic states amplitude fluctuations

The adiabatic limit in this case corresponds to the situation where an electron is emitted from the localized acceptor state into the conduction band whenever large-amplitude fluctuations of atoms push the acceptor level up to the conduction-band... [Pg.174]

A typical example of a special state is as follows. Electron transfer reactions at an atom are aided by vibrations that equilibrate the interatomic distances that differ for the two oxidation states. Thus a low-energy, high-amplitude vibration is desirable. The vibration could have the further function that it provided a time-dependent fluctuation of the redox potential. As I and Goldanskii in this volume have pointed out, this allows a precise matching of the redox potential of one redox couple with another leading to tunneling of electrons. [Pg.339]

The amplitude and spatial dimensions of the potential fluctuations are different in undoped, doped, and compensated a-Si H. The band tail electrons and holes provide the mobile screening charge in doped a-Si H and the doping dependence of the potential fluctuations can be estimated from the experimental data. The magnitude of n. depends on the thermal equilibrium state, but is usually about 10 % of the donor and defect density. According to the square root law for doping,... [Pg.269]


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See also in sourсe #XX -- [ Pg.5 , Pg.9 , Pg.10 , Pg.22 ]




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Electron fluctuations

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