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Electronic states conduction band

It must be emphasized that these cross sections are only valid for an electron excitation into free-electron like final states (conduction band states with parabolic band shape) and not for resonance transitions as f — d or p - d excitations. If too low excitation energies (< 10 eV, see Table 1) are used in UPS, the final states are not free-electron like. Thus the photoemission process is not simply determined by cross-sections as discussed above but by cross-sections for optical transitions as well as a joint density of states, i.e. a combination of occupied initial and empty final states. [Pg.208]

An X-ray photoelectron spectroscopic study of Ni(DPG)2I showed no evidence of trapped valence or any appreciable change in the charge on the metal upon oxidation.97 The site of partial oxidation and hence the electron transport mechanism is still unclear but one explanation of the relatively low conductivity is that the conduction pathway is metal centred and that the M—M distances are too long for effective orbital overlap. Electron transport could be via a phonon-assisted hopping mechanism or, in the Epstein—Conwell description, involve weakly localized electronic states, a band gap (2A) and an activated carrier concentration.101... [Pg.144]

Other Applications. Despite the ability of TED spectroscopy to detect surface states, comparatively little work has been done with semi-conductors. In a careful study of germanium Shepherd identified emission from the valence band and also from a band of surface states. Conduction band emission is negligible in the [100] direction but has been detected in emission from Ge (111). TED spectra from both field-evaporated and annealed 200 ohm-cm p-type silicon tips show electrons to be emitted from occupied surface states within the band gap which lie close to, and overlap, the valence band edge. TED spectra from CdS, PbTe, and GaP have proved to be broad and to contain tittle information. Weak unidentified features appear in the TED from TiC crystals and much stronger field-dependent peaks... [Pg.39]

Fig. 8.6 The energy diagram of an organic semiconductor, a The energy levels of the neutral isolated molecules. Sq Is the electronic ground state, S], S2. .. S are the electronic singlet excited states, Iq is the molecular ionisation energy, Aq the electron affinity of the isolated molecule, b The energy bands of the ionised states of the ideal crystal. /, is the energy of holes, VB = valence band = transport level of the holes Eg = is the energy of the conduction electrons, CB = conduction band = transport level of the electrons. P/, and Pg are the mean polarisation energies of the holes... Fig. 8.6 The energy diagram of an organic semiconductor, a The energy levels of the neutral isolated molecules. Sq Is the electronic ground state, S], S2. .. S are the electronic singlet excited states, Iq is the molecular ionisation energy, Aq the electron affinity of the isolated molecule, b The energy bands of the ionised states of the ideal crystal. /, is the energy of holes, VB = valence band = transport level of the holes Eg = is the energy of the conduction electrons, CB = conduction band = transport level of the electrons. P/, and Pg are the mean polarisation energies of the holes...
Electrons in these liquids spend most of their time in localized states. One model of electron transport, derived from semiconductor theory, is that each electron is from time to time thermally excited into the delocalized state (conduction band), where it migrates relatively freely until it becomes de-excited into a localized state again. [Pg.262]

The threshold energy for the Auger 1 and Auger 7 processes is the lowest, and their total density of states, and thus their probability of occurrence, the largest. In the CCCH Coulomb interaction appears between two electrons in conduction band (states 1 and 2). Due to this, an electron crosses into the heavy holes band and... [Pg.22]

It means that for electrons which satisfy condition of extreme nonadiabaticity (antiadiabaticity with respect to interacting phonon mode r in particular direction of reciprocal lattice where the gap in one-electron spectrum has been opened), the electron (nonadiabatic polaron)-renormalized phonon interaction energy equals zero. Expressed explicitly, in the presence of external electric potential, dissipation-less motion of relevant valence band electrons (holes) on the lattice scale can be induced at the Fermi level (electric resistance p = 0). At the same time, the motion of nuclei remains bound to circumferential revolution over distorted, energetically equivalent, configurations. The electrons move in a form of itinerant-mobile bipolarons, i.e. as a polarized cloud of inter-site charge density distribution- sequence b, d, e, f, b, d, e, f. in Fig. 27.6. For temperature increase, thermal excitations of valence band electrons to conduction band induce sudden transition from the antiadiabatic state to adiabatic state at T — 7, i.e. < AEd Rd) holds and the system is... [Pg.503]

In the adiabatic state, properties of the electrons are in sharp contrast with the properties of electrons in antiadiabatic state. The electrons are more or less tightly bound to respective nuclei and their motion is restricted to vibration at adiabatic equilibrium nuclear positions in a valence band and motion of electrons in conducting band is restricted by scattering with interacting phonon modes. It corresponds to situation at T > Tc. [Pg.503]

The nature of the electron accepting conduction band of these metal oxide semiconductors can be characterized by the density of states (DOS). The DOS, g E), is related to the effective mass, m, by the following equation ... [Pg.298]

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 C1.5.12.(A) Fluorescence decay of a single molecule of cresyl violet on an indium tin oxide (ITO) surface measured by time-correlated single photon counting. The solid line is tire fitted decay, a single exponential of 480 5 ps convolved witli tire instmment response function of 160 ps fwiim. The decay, which is considerably faster tlian tire natural fluorescence lifetime of cresyl violet, is due to electron transfer from tire excited cresyl violet (D ) to tire conduction band or energetically accessible surface electronic states of ITO. (B) Distribution of lifetimes for 40 different single molecules showing a broad distribution of electron transfer rates. Reprinted witli pennission from Lu andXie [1381. Copyright 1997 American Chemical Society. Figure C1.5.12.(A) Fluorescence decay of a single molecule of cresyl violet on an indium tin oxide (ITO) surface measured by time-correlated single photon counting. The solid line is tire fitted decay, a single exponential of 480 5 ps convolved witli tire instmment response function of 160 ps fwiim. The decay, which is considerably faster tlian tire natural fluorescence lifetime of cresyl violet, is due to electron transfer from tire excited cresyl violet (D ) to tire conduction band or energetically accessible surface electronic states of ITO. (B) Distribution of lifetimes for 40 different single molecules showing a broad distribution of electron transfer rates. Reprinted witli pennission from Lu andXie [1381. Copyright 1997 American Chemical Society.

See other pages where Electronic states conduction band is mentioned: [Pg.203]    [Pg.524]    [Pg.347]    [Pg.173]    [Pg.533]    [Pg.30]    [Pg.156]    [Pg.279]    [Pg.262]    [Pg.2774]    [Pg.109]    [Pg.83]    [Pg.181]    [Pg.403]    [Pg.68]    [Pg.76]    [Pg.209]    [Pg.182]    [Pg.267]    [Pg.1572]    [Pg.151]    [Pg.8]    [Pg.73]    [Pg.199]    [Pg.257]    [Pg.204]    [Pg.717]    [Pg.718]    [Pg.114]    [Pg.125]    [Pg.2208]    [Pg.2216]    [Pg.2221]    [Pg.2415]    [Pg.644]    [Pg.236]    [Pg.239]   
See also in sourсe #XX -- [ Pg.12 , Pg.119 , Pg.120 , Pg.121 , Pg.123 , Pg.425 ]




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Band conductivity

Banded state

Conductance electronic

Conducting electrons

Conduction band

Conduction band electrons

Conduction electrons

Conductivity: electronic

Electron conductance

Electron conductivity

Electronic conduction

Electronically conducting

Electronics conduction

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