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Polarized potential

A unique application of the solid oxygen electrolytes is in dre preparation of mixed oxides from metal vapour deposits. For example, the ceramic superconductors described below, have been prepared from mixtures of the metal vapours in the appropriate proporhons which are deposited on the surface of a solid electrolyte. Oxygen is pumped tluough the electrolyte by the application of a polarizing potential across the electrolyte to provide the oxidant for the metallic layer which is formed. [Pg.242]

Table 55 presents the results discussed above. Fluoride melts containing tantalum contain two types of complex ions, namely TaF6 and TaF72 . The equilibrium between the complexes depends on the concentration of fluoride ions in the system, but mostly upon the nature of the outer-sphere cations. The complex ionic structure of the melts can be adjusted by adding cations with a certain polarization potential. For instance, the presence of low polarization potential cations, such as cesium, leads primarily to the formation of TaF72 complexes, while the addition of cations with relatively high polarization potentials, such as lithium or sodium, shifts the equilibrium towards the formation of TaF6 ions. [Pg.180]

It seems reasonable to assume that both polarity and polarization potential of the anions must be taken into account in the definition of anion activity. It is quite indicative to arrange the anions by increasing order of the product of the polarity and polarization potential, a-Z/r,... [Pg.191]

The anions MeF6 and X approach each other closely to form the heptacoordinated complex MeF6X(n+1)", or separate from one another, according to the polarization potential of the outer-sphere cation (alkali metal cation -M+). This process is unique in that the mode frequencies of the complexes remain practically unchanged despite varying conditions. This particular stability of the complexes is due to the high charge density of Ta5+ and Nbs+. [Pg.192]

Table 56. Ligands versus product of polarity (a) and polarization potential (Ur) - arUr. Table 56. Ligands versus product of polarity (a) and polarization potential (Ur) - arUr.
The appearance of the seventh ligand (Xn ) predominantly in the first coordination sphere of the complex or outside of the complex depends on the polarization potential of the alkali metal cation, M+, and on the polarity of the seventh anion, Xn". Increased polarity of the anion favors its entering into the first coordination sphere of the complex ion. [Pg.194]

Douglas, A. S., Proc. Cambridge Phil. Soc. 52, 687, "A method for improving energy-level calculations for series electrons." Inclusion of a polarization potential in the Hartree-Slater-Fock equation. [Pg.346]

In order to obtain the current consumed during the nucleated relaxation process under a constant potential, we assume that a stationary density of charge (<, ) will be stored in the polymer at the polarization potential E. The storage of these charges is controlled by both conformational relaxation (3r) and diffusion ( processes, so... [Pg.384]

Gao J (1998) A molecular-orbital derived polarization potential for liquid water. J Chem Phys 109(6) 2346-2354... [Pg.100]

Xie W, Song L, Truhlar DG, Gao J (2008) The variational explicit polarization potential and analytical first derivative of energy towards a next generation force field. J Chem Phys 128(23) 234108... [Pg.100]

In comparison with other spectroscopic techniques, NMR is blessed with short-range interactions that render it possible to characterize and influence the spin evolution over relatively long periods of time without excessive loss from dissipative processes. This implies that the spin evolution to a large extent (but certainly not exclusively) may be described as unitary evolution of coherence/polarization potentially supplemented with corrections due to relaxation. [Pg.4]

Figure 3.5 [36], For the 02 reduction reaction on freshly prepared LSM electrodes, the initial polarization losses are very high and decrease significantly with the cathodic polarization/current passage (see Figure 3.5b). Consistent with the polarization potential, the impedance responses at open circuit decrease rapidly with the application of the cathodic current passage. For example, the initial electrode polarization resistance, RE, is 6.2 Qcm2 and after cathodic current treatment for 15 min RK is reduced to 0.7 Qcm2 see Figure 3.5 (a). The reduction in the electrode polarization resistance is substantial. The analysis of the impedance responses as a function of the cathodic current passage indicates that the effect of the cathodic polarization is primarily on the reduction in the low-frequency impedance [10]. Such activation effect of cathodic polarization/current on the electrochemical activity of the cathodes was also reported on LSM/YSZ composite electrodes [56-58], Nevertheless, the magnitude of the activation effect on the composite electrodes is relatively small. Figure 3.5 [36], For the 02 reduction reaction on freshly prepared LSM electrodes, the initial polarization losses are very high and decrease significantly with the cathodic polarization/current passage (see Figure 3.5b). Consistent with the polarization potential, the impedance responses at open circuit decrease rapidly with the application of the cathodic current passage. For example, the initial electrode polarization resistance, RE, is 6.2 Qcm2 and after cathodic current treatment for 15 min RK is reduced to 0.7 Qcm2 see Figure 3.5 (a). The reduction in the electrode polarization resistance is substantial. The analysis of the impedance responses as a function of the cathodic current passage indicates that the effect of the cathodic polarization is primarily on the reduction in the low-frequency impedance [10]. Such activation effect of cathodic polarization/current on the electrochemical activity of the cathodes was also reported on LSM/YSZ composite electrodes [56-58], Nevertheless, the magnitude of the activation effect on the composite electrodes is relatively small.
It was recently suggested by Nicklass and Peterson [60] that the use of core polarization potentials (CPPs) [61] could be an inexpensive and effective way to account, for the effects of inner shell correlation. The great potential advantage of this indeed rather inexpensive method over the MSFT bond-equivalent model is that it does not depend on... [Pg.52]

The new treatment had its origins partly in ab initio molecular orbital calculations of substituent effects and partly in extensive studies of gas-phase proton transfer reactions from about 1980 (Section V.A). Various aspects of this work essentially drew attention to the importance of substituent polarizability. In 1986 Taft, Topsom and their colleagues252 developed a scale of directional substituent polarizability parameters , oa, by ab initio calculations of directional electrostatic polarization potentials at the 3-21G//3-31G level for a large set of CH3X molecules. The oa values were shown to be useful in the correlation analysis of gas-phase acidities of several series of substrates252, and such work has subsequently been extended by Taft and Topsom151. [Pg.523]

Further, the total overvoltage, ii, is the difference between the polarization potential E(=- aod the equilibrium redox potential (= - BvmvTm /e)... [Pg.348]

As described in this section, the Fermi level bEp of a photoexcited n-type electrode with a transfer current, t, of anodic holes corresponds to a polarization potential bBCi) of the electrode whereas, the quasi-Fermi level of the photoexcited n-type electrode corresponds to a polarization potential pE(i) (= - pEp/e = - associated with the transfer current i of anodic holes at a p-type electrode... [Pg.353]

Figure 10-23 shows the electron levels and the polarization curves for the transfer of anodic redox holes both at a photoexcited n-fype electrode and at a dark p-type electrode of the same semiconductor. The range of potential where the anodic hole current occurs at the photoexcited n-type electrode is more cathodic (more negative) than the range of potential for the anodic hole current at the dark p-type electrode. The difference between the polarizatitm potential aE(i) (point N in the figure) of the photoexcited n-type electrode and the polarization potential pE(i) (point P in the figme) of the dark p-type electrode at a constant anodic current i is equivalent to the difference between the quasi-Fermi level pej of interfacial holes and the Fermi level bEf of interior holes (electrons) in the photoexcited n-type electrode this difference of polarization potential, in turn, equals the inverse overvoltage rip.sc(i) defined in Eqn. 10-46 ... [Pg.353]

Consequently, by measuring the polarization curves for the transfer reaction of anodic holes both at a photoexdted n-type electrode and at a dark p-type electrode of the same semiconductor, we obtain the relationship between the Fermi level of the electrode (polarization potential E) and the quasi-Fermi level of interfadal holes in the photoexcited n-type dectrode as a function of... [Pg.354]

The Fermi level n r of the electrode corresponds to the polarization potential JE(.i) of the hole-ii jected n-type electrode, and the quasi-Fmmi level pCp of interfacial holes corresponds to the polarization potential pE(i) of a p- q>e electrode of the same semiconductor. Then, Eqn. 10-48 becomes Eqn. 10-49 ... [Pg.355]

As shown in Eqn. 10-46, the difference in the polarized potential at constant anodic current, between the photoexcited n-type and the dark p-type anodes of the same semiconductor, represents the inverse overvoltage iip sc for the generation and transport of photo-excited holes. [Pg.362]

The cathodic and anodic polarization potentials, Ec and E, in the stationary state of the cell for photoelectrolytic decomposition of water, in which the metallic cathode and the n-type semiconductor anode are short-circuited, are given, respectively, in Eqns. 10-55 and 10-56 ... [Pg.362]

The cathodic and the anodic polarization potentials equal each other representing the operation potential if the iR drop in the electrolyte is negligible as shown in Fig. 10-32. [Pg.366]

The polarization curve (polarization current i, versus polarization potential E) of a corroding metallic electrode can be measured by polarizing the electrode in the anodic and cathodic directions. In the range of electrode potential a short distance away from the corrosion potential, the polarization curve follows the Tafel relation as shown in Fig. 11-6. Here, the polarization current, ip, in the anodic direction equals the dissolution current of the metal i and the polarization current, ip, in the cathodic direction equals the reduction current of the oxidant i. In the range of potential near the corrosion potential, however, the polarization current, ip, is the difference between the anodic dissolution current of the metal... [Pg.378]

Figure 7.6 is the EIS of pyrite under different potential conditions in NaOH solution. The relationship between polarization resistance and potential can be further demonstrated by Fig. 7.7. It can be seen from Fig. 7.6 and Fig. 7.7 that when the anodic polarization potential is between 50 and 330 mV, all the curves appear as a single capacitive reactance loop. But when the potential is between 50 and 250 mV, the capacitive reactance loop radius increased with the... Figure 7.6 is the EIS of pyrite under different potential conditions in NaOH solution. The relationship between polarization resistance and potential can be further demonstrated by Fig. 7.7. It can be seen from Fig. 7.6 and Fig. 7.7 that when the anodic polarization potential is between 50 and 330 mV, all the curves appear as a single capacitive reactance loop. But when the potential is between 50 and 250 mV, the capacitive reactance loop radius increased with the...
Comparing EIS for p)oite in lime medium and different polarization potential (Figs. 7.10 and 7.11) with those in sodium hydroxide solution (Fig. 7.6 and Fig. 7.7), it can be seen that at a potential of about 50 mV the surface resistance in the NaOH solution (about 8700 Q) is lower than that in the lime medium (about 12000 fl). It means that besides the formation of hydroxyl precipitate on the surface of pyrite in lime media similar to that in NaOH media, there may be other surface products being formed, which may be due to the following reactions ... [Pg.177]

Figure 7.14 is the EIS of pyrite at different polarization potential with xanthate as a collector. The relationship between polarization resistance and potential can be further demonstrated by Fig. 7.15. [Pg.179]

Figure 7.14 illustrates that in the initial stage of polarization of the pyrite electrode in xanthate solution at about 120 mV, the radius of high value capacitive reactance loop increases with the increase of the polarization potential and reaches the maximum at 320 mV, indicating that the oxidation of xanthate increases gradually and collector film on pyrite surface becomes thicker. It increases the conduction resistance and the growth of collector film is the controlled step resulting in pyrite surface hydrophobic. When the polarization potential increases from 320 mV to 400 mV, the capacitive reactance loop radius decreases, indicating the decrease of transferring conduction resistance as can be seen in Fig. 7.15. It belongs to the step of film dissolution. Capacitive reactance loop radius decreases obviously when the potential is larger than 400 mV, at where the collector film falls off and the anodic dissolution of pyrite occurs. The controlled step is the anodic dissolution of pyrite and the surface becomes... Figure 7.14 illustrates that in the initial stage of polarization of the pyrite electrode in xanthate solution at about 120 mV, the radius of high value capacitive reactance loop increases with the increase of the polarization potential and reaches the maximum at 320 mV, indicating that the oxidation of xanthate increases gradually and collector film on pyrite surface becomes thicker. It increases the conduction resistance and the growth of collector film is the controlled step resulting in pyrite surface hydrophobic. When the polarization potential increases from 320 mV to 400 mV, the capacitive reactance loop radius decreases, indicating the decrease of transferring conduction resistance as can be seen in Fig. 7.15. It belongs to the step of film dissolution. Capacitive reactance loop radius decreases obviously when the potential is larger than 400 mV, at where the collector film falls off and the anodic dissolution of pyrite occurs. The controlled step is the anodic dissolution of pyrite and the surface becomes...

See other pages where Polarized potential is mentioned: [Pg.1321]    [Pg.2028]    [Pg.144]    [Pg.89]    [Pg.422]    [Pg.189]    [Pg.336]    [Pg.328]    [Pg.219]    [Pg.246]    [Pg.108]    [Pg.47]    [Pg.110]    [Pg.9]    [Pg.14]    [Pg.353]    [Pg.355]    [Pg.363]    [Pg.183]   
See also in sourсe #XX -- [ Pg.98 , Pg.100 , Pg.102 , Pg.103 ]




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Anodic Polarization Scans the Protection Potential

Anodic reaction potential polarization

Cathodic polarization curve potential portions

Cathodic reaction potential polarization

Core polarization potential

Corrosion potential experimental polarization

Cyclic polarization potential

Electrical Potential Due to Molecular Polarization

Electrode polarization over potential

Electrostatic potential polarization correction

Inertial polarization potential

Intermolecular potentials polar molecules

Membrane polarization, action potential

Methyllithium, electrostatic potential polar covalent bond

Molecular interaction potential with polarization

Molecular polarization potentials

Oxygen polarization potential

Passivating potential polarization curves related

Polar covalent bond electrostatic potential maps and

Polarization Curves With Included Ohmic Potential Drop

Polarization Curves Without Included Ohmic Potential Drop

Polarization curves active metal electrode, corrosion potential

Polarization potential

Polarization potential

Polarization potential drop

Polarization resistance current-potential relationships

Polarization resistance potential distribution effects

Polarization-modulation potential difference

Polarized half-cell potentials

Polarized interface potentials

Polarizing potential

Polarizing potential

The Electronic Structure-Based Explicit Polarization (X-Pol) Potential

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