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Empty state

The occupied bands are called valence bands the empty bands are called conduction bands. The top of tire valence band is usually taken as energy zero. The lowest conduction band has a minimum along the A direction the highest occupied valence band has a maximum at F. Semiconductors which have the highest occupied k -state and lowest empty state at different points are called indirect gap semiconductors. If k = k, the semiconductor is call direct gap semiconductor. Gennanium is also an indirect gap semiconductor whereas GaAs has a direct gap. It is not easy to predict whether a given semiconductor will have a direct gap or not. [Pg.114]

Electronic and optical excitations usually occur between the upper valence bands and lowest conduction band. In optical excitations, electrons are transferred from the valence band to the conduction band. This process leaves an empty state in the valence band. These empty states are called holes. Conservation of wavevectors must be obeyed in these transitions + k = k where is the wavevector of the photon, k is the... [Pg.114]

Figure Al.7.7. Atomic-resolution, empty-state STM image (100 A x 100 A) of the reconstmcted Si(l 11)-7 7 surface. The bright spots correspond to a top layer of adatoms, with 12 adatoms per unit cell (courtesy of Alison Baski). Figure Al.7.7. Atomic-resolution, empty-state STM image (100 A x 100 A) of the reconstmcted Si(l 11)-7 7 surface. The bright spots correspond to a top layer of adatoms, with 12 adatoms per unit cell (courtesy of Alison Baski).
Zheng Z F, Salmeron M B and Weber E R 1994 Empty state and filled state image of Zn acceptor in GaAs studied by scanning tunnelling microscopy Appl. Rhys. Lett. 64 1836... [Pg.1721]

In a defect-free, undoped, semiconductor, tliere are no energy states witliin tire gap. At 7"= 0 K, all of tire VB states are occupied by electrons and all of the CB states are empty, resulting in zero conductivity. The tliennal excitation of electrons across tire gap becomes possible at T > 0 and a net electron concentration in tire CB is established. The electrons excited into tire CB leave empty states in tire VB. These holes behave like positively charged electrons. Botli tire electrons in the CB and holes in tire VB participate in tire electrical conductivity. [Pg.2881]

Figure C3.2.15. Schematic diagram showing (A) electron hopping between electron reservoirs via empty states of an intervening bridge, (B) tunnelling, and (C) hole hopping via filled states of an intervening bridge. From... Figure C3.2.15. Schematic diagram showing (A) electron hopping between electron reservoirs via empty states of an intervening bridge, (B) tunnelling, and (C) hole hopping via filled states of an intervening bridge. From...
For a material to be a good conductor it must be possible to excite an electron from the valence band (the states below the Fermi level) to the conduction band (an empty state above the Fermi level) in which it can move freely through the solid. The Pauli principle forbids this in a state below the Fermi level, where all states are occupied. In the free-electron metal of Fig. 6.14 there will be plenty of electrons in the conduction band at any nonzero temperature - just as there will be holes in the valence band - that can undertake the transport necessary for conduction. This is the case for metals such as sodium, potassium, calcium, magnesium and aluminium. [Pg.232]

During an XAS experiment, core electrons are excited. This produces empty states called core holes. These can relax by having electrons from outer shells drop into the core holes. This produces fluorescent X-rays that have a somewhat lower energy than the incident X-rays. The fluorescent signal is proportional to the absorption. Detection of this signal is a useful method for measuring absorption by dilute systems such as under potential deposited (UPD) monolayers. [Pg.480]

Further studies were carried out on the Pd/Mo(l 1 0), Pd/Ru(0001), and Cu/Mo(l 10) systems. The shifts in core-level binding energies indicate that adatoms in a monolayer of Cu or Pd are electronically perturbed with respect to surface atoms of Cu(lOO) or Pd(lOO). By comparing these results with those previously presented in the literature for adlayers of Pd or Cu, a simple theory is developed that explains the nature of electron donor-electron acceptor interactions in metal overlayer formation of surface metal-metal bonds leads to a gain in electrons by the element initially having the larger fraction of empty states in its valence band. This behavior indicates that the electro-negativities of the surface atoms are substantially different from those of the bulk [65]. [Pg.85]

In the model presented above the forward dark current corresponds to an electron transfer via the conduction band. Using, however, a redox couple of a relatively positive standard potential the empty states of the redox system occur rather close to the valence band and the cathodic current could be due to an electron transfer via the valence band as illustrated in Fig. 3 b. In this case one still obtains the same i — U characteristic but the saturation current is now given by... [Pg.87]

Since the current is entirely controlled by the recombination of injected holes it has to be concluded that the interface kinetics must be fast. This is only possible, if the density of empty states of the ferrocence redox couple is sufficiently high at the edge of the valence band (Fig. 3). Unfortunately the authors did not determine the... [Pg.91]

To be specific, let us consider electron transfer from the reduced form of the reactant to the metal electrode. The electron may be transferred to any empty state on the metal denoting by e the difference in energy between the final state of the electron and the Fermi level, the energy of activation for the transfer is ... [Pg.72]

The equations for the two partial current densities derived above have a suggestive interpretation proposed by Gerischer [4]. In the expression for the anodic current density, the term p(e)[ 1 — /(e)] is the probability to find an empty state of energy e on the electrode surface. If one interprets ... [Pg.75]


See other pages where Empty state is mentioned: [Pg.105]    [Pg.115]    [Pg.119]    [Pg.125]    [Pg.131]    [Pg.1274]    [Pg.1678]    [Pg.1681]    [Pg.223]    [Pg.112]    [Pg.126]    [Pg.425]    [Pg.344]    [Pg.345]    [Pg.135]    [Pg.63]    [Pg.83]    [Pg.84]    [Pg.177]    [Pg.463]    [Pg.465]    [Pg.212]    [Pg.86]    [Pg.87]    [Pg.85]    [Pg.86]    [Pg.92]    [Pg.39]    [Pg.98]    [Pg.166]    [Pg.179]    [Pg.224]    [Pg.83]    [Pg.199]    [Pg.72]    [Pg.72]    [Pg.75]   
See also in sourсe #XX -- [ Pg.135 ]




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Solid state empty space

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