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Dynamic conduction

Another possible definition of the relative dynamic conductance is... [Pg.304]

In this case, the dynamic conductance equals the sample DOS up to a constant factor. Now, we measure the tunneling spectrum on the same sample using another tip of unknown DOS, and find a new dynamic conductance as a function of bias voltage, g(V). By solving Fq. (14.21), we obtain the relative DOS of the unknown tip. [Similarly, if the sample is a free electron metal, that is,... [Pg.310]

Ordinarily the value of k evaluated by means of (S) includes a background conductivity k, which is due to transport of firee-cfaarge carriers like ions and/or electrons. Since Xg corresponds to a finite value of K at oj -> 0 we then have apparently c oo in the limit of low frequencies. In most studies of dielectric-loss effects such complication is avoided by discussing only the dynamic conductivity k — xg. [Pg.295]

These equations relate the static and dynamic conductivities to the time and space correlation functions of equilibrium fluctuations in the local current density. [Pg.416]

Wang B, Yu Y, Zhang L, Wei Y, Wang J (2009) Oscillation of dynamic conductance of A1-C -A1 structures nonequilibrium Green s function and density functional theory study. Phys Rev B 79(15) 155117... [Pg.31]

MHz-20 GHz) to a dynamic conductivity leading to high levels of dielectric constant (e). [Pg.368]

The predictions based on a constant C and a constant a are also compared in Fig. 3a-c. The constant a assumption (d = — 8 mC/m ) leads to a very close prediction for the electrical conductance however, this model overrates the hydro-dynamic conductance at the high-concentration range and underrates it very much at the low-concentration rate. The constant C assumption underrates the electrical conductance when the double layers interact, but overrates the hydrodynamic conductance at the same... [Pg.1008]

How are ions able to move in a solid The standard answer to this question states that two different kinds of ionic motions can be discerned, namely oscillatory motion and jump difiusion (see Chapter 30). In fact, the motion is not only limited to osdUations and to statistical hopping from site to site. Polyatomic ions (NH4.+, HjO ) may undergo more or less complex rotations and other non-periodic local, non-hopping translational and non-statistical hopping motions are also possible. Such phenomena can be studied experimentally by neutron scattering and dynamic conductivity spectra (see Chapters 21 30). [Pg.389]

Fig. 25.6. Dynamic conductivity (log,o<7(cu) vs. frequency) (a) for anhydrous CSHSO4 (at 300 K and 460 K), NH4HSe04 (AHSe) at 297 K and Cso,75Lio.25HS04 (413 K) and (b) for hydrated materials HUP (253 and 300 K), V2O5.1.6H26 gel (293 K) and H3PW,2O40. 29H2O (PWA) at 300 K. The main relaxations are indicated. Fig. 25.6. Dynamic conductivity (log,o<7(cu) vs. frequency) (a) for anhydrous CSHSO4 (at 300 K and 460 K), NH4HSe04 (AHSe) at 297 K and Cso,75Lio.25HS04 (413 K) and (b) for hydrated materials HUP (253 and 300 K), V2O5.1.6H26 gel (293 K) and H3PW,2O40. 29H2O (PWA) at 300 K. The main relaxations are indicated.
Keywords Photosynthesis, purple bacteria, excitons, polarons, ultrafast dynamics, conducting polymers, semiconductor films. [Pg.143]

What all of the work described so far has in common is that ratio of polycation to polyanion did not vary significantly in the investigated materials. In PEM materials this ratio cannot be tuned, because in multilayer formation the polyelectrolyte stoichiometry is controlled by self-assembly. The work of Michaels on PEC was devoted to 1 1 complexes, which are almost completely intrinsically charge-compensated. In the following sections we will review recent systematic studies on conductivity spectra of PEC, where the composition was varied. We will present the influences of PEC composition, type of alkali ions present in the PEC, temperature and RH on the dynamic conductivity of solid PEC. Based on the presented analysis, we will be able to arrive at further conclusions about how the microscopic ion dynamics in PEC can be visualized and how it is influenced by different parameters. With the help... [Pg.106]

It was shown that the shape of the complex conductivity spectra of the investigated PEC systems can be divided into two classes those with x > 0.50 and those with x < 0.50 [47]. In Fig. 6a it is obvious that, for comparable dc conductivities, the dispersive regime begins earlier on the frequency scale for PEC with X > 0.50 than for the other PEC. In all materials with x > 0.50, a shoulder occurs in the conductivity spectra, roughly between 0.1 kHz and 10 kHz. An analogous behavior is hardly detectable for x < 0.50. The real part of the permittivity shows higher values, and e decays more rapidly with increasing frequency, for x > 0.50 than for x < 0.50. An analysis of the exact shape of the real part of the dynamic conductivity will be described in Sect. 3.4. [Pg.109]

In the limit of small voltages, X reduces to the dynamic conductance Xq ... [Pg.339]

The dynamic conductivity calculated from reflectivity data in the far IR in an as-grown single crystal with Xd.c. 2Q cm amounts to x p l 5Q cm at 300 K, weakly dependent on wave number in the measured range 5 to 300 cm Faymonville et al. [17]. [Pg.237]

The simultaneously occurring band-type and hopping conduction has been proved in the dynamical conductivity in the far infrared (FIR) spectral range (see Fig. 24) (75,109,110). [Pg.611]

R Schmechel, H Werheit. On the dynamical conductivity of icosahedral boron-rich solids. J Phys Condensed Matt 8 7263, 1996. [Pg.647]

Choi, H.-Y. and Mele, E. J. (1986) "Dynamical Conductivity of Sohton Lattice and Polaron lattice in the Continuum Model of Polyacetylene" Phys. Rev. B 34, 8750-8757. [Pg.139]

FUNKE F, KLOiDT T, wiLMER D (1992), Jump relaxation in RbAgJs by dynamic conductivity and quasielastic neutron scattering . Solid State Ionics, 53-56, 947-954. [Pg.275]


See other pages where Dynamic conduction is mentioned: [Pg.152]    [Pg.1066]    [Pg.1066]    [Pg.235]    [Pg.303]    [Pg.311]    [Pg.312]    [Pg.152]    [Pg.220]    [Pg.186]    [Pg.239]    [Pg.538]    [Pg.538]    [Pg.142]    [Pg.132]    [Pg.220]    [Pg.344]    [Pg.103]    [Pg.132]    [Pg.1161]    [Pg.699]    [Pg.249]   
See also in sourсe #XX -- [ Pg.1066 , Pg.1067 ]




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