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Bending the Bands

Furthermore consider that this reaction is such as to bend the bands up at the surface. The interfacial hole and electron currents are given by (see Eqs. (5) and (6))... [Pg.219]

Ionized donors inside the material are indicated by , and the electrons they have released to the conduction band, by —. If a metal were in electrical contact with the semiconductor, electrons would be redistributed until the Fermi level, Ei-, separating the occupied from the unoccupied levels in the metal, were near the conduction-band edge of the semiconductor. Then, if the electrons near the surface were eaten up by surface reconstruction, as shown in part (b), an electric dipole layer would arise, giving the potential hill, or Schottky barrier, shown in part (c). The hill or htirrier would bend the bands, as indicated in part (d). One can say that the Fermi level is pinned midgap at the surface, though it is near the conduction-band edge in the interior. [Pg.245]

Variation of the potential (f>(x) with the coordinate in the semiconductor is equivalent, within the framework of the band model, to energy-band bending. The bands are bent downwards if Afo( < 0 and upwards if A c > 0. In the latter case, which corresponds to depletion of the near-surface region with electrons, a... [Pg.203]

For most metal-oxide interfaces, however, the Fermi level does not coincide with Ezcp- A charge transfer takes place, which aligns the chemical potentials, and induces an interfadal dipole potential, which bends the bands. It is possible to estimate the self-consistent charge density in the vicinity of the interface, within a Thomas-Fermi approximation, if the MIGS density at mid-gap is taken equal to a single exponential function Af( zcp,z) = noexp(—z//p). The potential V z) due to the mean charge density p(z) is related to p(z) by Poisson s equation ... [Pg.148]

There are no significant bands above 3000 cm except the weak 3430 cm band that will be assigned later. The bands at 2990 and 2950 cm are assigned to sp C—H stretching modes and the 1450 cm band is assigned to the sp CH3 antisymmetric deformation and/or CH2 bending. The band at 1385 cm is due to the symmetric CH3 symmetric deformation. [Pg.541]

Figure C 1.3.3. Comparison between infrared spectra for tire p bend combination band of Ar-HF obtained in tire gas phase and in a slit jet. (a) The gas-phase spectmm (Taken from 1361). (b) The slit jet spectmm (Taken from 1611). Figure C 1.3.3. Comparison between infrared spectra for tire p bend combination band of Ar-HF obtained in tire gas phase and in a slit jet. (a) The gas-phase spectmm (Taken from 1361). (b) The slit jet spectmm (Taken from 1611).
Fig. 8. (a) Energy levels for the band model of silver haUde crystals. The band bending at the surface (-) is exaggerated. The extent of bending is at... [Pg.446]

Fig. 5. The immediate effect of temperature on strength properties of clear wood, expressed as percentage of value at 20°C. Trends illustrated are composites from studies on three strength properties modulus of mpture in bending, tensile strength perpendicular to grain, and compressive strength parallel to grain. VariabiUty in reported results is illustrated by the width of the bands. MC = moisture content. Fig. 5. The immediate effect of temperature on strength properties of clear wood, expressed as percentage of value at 20°C. Trends illustrated are composites from studies on three strength properties modulus of mpture in bending, tensile strength perpendicular to grain, and compressive strength parallel to grain. VariabiUty in reported results is illustrated by the width of the bands. MC = moisture content.
The bending of the graphite planes necessary to form a buckytube changes the band parameters. The relevant dimensionless parameter is the ratio a/R, where a ( = 3.4 A) is the lattice constant and R is the buckytube radius. For / = 20 A, the shift is expected to alter the nature of the conductivity[13-16j. In our buckybundle samples, most of material involves buckytubes with R > 100 A confirmed by statistical analysis of TEM data, and we assume that the elec-... [Pg.114]

Display 1-octyne as a ball-and-spoke model. Examine the individual vibrations (> 1400 cm only), and classify the bands in the experimental infrared spectrum as due to specific motions, e.g., CH, CC and C=C stretching, and HCH and CCC bending motions. [Pg.257]

When a positive (negative) bias is applied to die metal, the bands bend downwards (upwards), as seen in Figure 14-4. [Pg.558]

The PMC transient-potential diagrams and the equations derived for PMC transients clearly show that bending of an energy band significantly influences the charge carrier lifetime in semiconductor/electrolyte junctions and that an accurate interpretation of the kinetic meaning of such transients is only possible when the band bending is known and controlled. [Pg.503]


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Band bending

The Bands

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