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Electron charge concentration density

Assume is -25 mV for a certain silica surface in contact with O.OOlAf aqueous NaCl at 25°C. Calculate, assuming simple Gouy-Chapman theory (a) at 200 A from the surface, (b) the concentrations of Na and of Cr ions 10 A from the surface, and (c) the surface charge density in electronic charges per unit area. [Pg.215]

Figure 7.3 Truncated representation of p versus the distance from the nucleus for a spherically symmetric electron density of a free sulfur atom (3P). (b) Truncated representation of L(r) at the same scale as (a). This function reveals the three shells K, L, and M constituting the sulfur atom. Each shell consists of a region of local charge concentration (dark areas) and a region of local charge depletion (light... Figure 7.3 Truncated representation of p versus the distance from the nucleus for a spherically symmetric electron density of a free sulfur atom (3P). (b) Truncated representation of L(r) at the same scale as (a). This function reveals the three shells K, L, and M constituting the sulfur atom. Each shell consists of a region of local charge concentration (dark areas) and a region of local charge depletion (light...
Let us consider a solid that contains only one type of electron trap of volume density N at the discrete level ( and a set of occupied deeper electron traps of density M. The experiment is performed in a temperature range in which traps N empty but traps M remain thermally disconnected and act only as an untapped reservoir of trapped electrons. The density of recombination centers is unspecified, but a density/of them is empty. AtT = Tq, a concentration of /o empty recombination centers exists due to excitation. At these conditions, charge neutrality of the sample is of the form... [Pg.12]

In metals, the concentration of mobile electrons is enormously high so that the excess charge is confined to a region very close to the surface, within atomic distances [14, 15]. In semiconductors with substantially less charge carrier density, on the other hand, a region of spatial charge distribution can be found [16, 17]. [Pg.14]


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See also in sourсe #XX -- [ Pg.170 , Pg.227 , Pg.239 ]




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