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Electron mobility with solutes

Holroyd (1977) finds that generally the attachment reactions are very fast (fej - 1012-1013 M 1s 1), are relatively insensitive to temperature, and increase with electron mobility. The detachment reactions are sensitive to temperature and the nature of the liquid. Fitted to the Arrhenius equation, these reactions show very large preexponential factors, which allow the endothermic detachment reactions to occur despite high activation energy. Interpreted in terms of the transition state theory and taking the collision frequency as 1013 s 1- these preexponential factors give activation entropies 100 to 200 J/(mole.K), depending on the solute and the solvent. [Pg.351]

In the case of aqueous solutions containing dissolved particles (solutes), a number of localized electron levels associated with solute particles Eirise in the mobility gap of aqueous solutions as shown in Fig. 2-34. These localized electron levels of solutes may be compared with the localized impiuity levels in semiconductors. In electrochemistry, the electron levels of the solutes of general interest are those located within the energy range from - 4 eV to - 6 eV (around the electron levels of the hydrogen and oxygen electrode reactions) in the mobility gap. [Pg.47]

An important aspect of PDH catalysis is the spatial relationship between the components of the complex. The covalently bound lipoamide coenzyme is part of a mobile domain of E2, and is therefore highly mobile. This structure is known as the lipoamide arm, and swings back and forth between El and E3 during catalysis. In this way, lipoamide can interact with the TPP bound at El, with solute coenzyme A, and also with the FAD that serves as the electron acceptor in E3. [Pg.134]

Many of these attachment reactions are also diffusion-controlled in other solvents of low electron mobility like, for example, n-hexane. It has been suggested that this is the case for all solvents for which 1 cm /Vs [118]. For this to be true, the rate constant k should scale as the mobility. For hexane, the rate constants for attachment to solutes like biphenyl, naphthalene, and difluorobenzene are close to 1 x 10 sec or one-third the value in cyclohexane. The mobility in -hexane is approximately one-third that in cyclohexane [2] thus k scales with fijj for these two solvents. [Pg.189]

Although seven-eighths of the current is carried by electrions, this process is not the same as that by which a current is carried in a metal. The low value of the conductance (about 900) of the electrion in dilute solution shows clearly that in its motion, the electron interacts with solvent molecules in such a way as to reduce its mobility. The existence of such interaction between the electron and ammonia is confirmed by the magnetic resonance and optical properties of alkali metal solutions. [Pg.9]

The UV absorption system is very similar to that of the DuPont bifunctional detector. Light from a UV lamp is collimated through the cell by a quartz lens that serves as one end of the sensor cell, and is then focused by another quartz lens at the other end of the cell onto a photodiode. The output from the photodiode is processed electronically in the usual manner to provide an output that changes linearly with solute concentration. The ends of the cell, between the cell body and the quartz lens, where the mobile phase from the column enters the... [Pg.276]

Evidence that clustering of rare gas atoms occurs around ions comes from (a) ion mobility measurements, and (b) volume changes occurring on electron attachment to solutes. The mobility of positive ions in xenon decreases with increasing pressure and at pressures near 100 bar is 1.3 X 10 cm /Vs [see Fig. 3(a)] near room temperature. An estimate of the size of the cluster moving with the ion may be obtained from such data using the Stokes equation. [Pg.285]

The first experiments were reported by Nozik and co-workers, for p-GaP and p-InP liquid junctions [95, 96], In particular, InP was a good candidate, because of its high electron mobility. The authors used p-nitrobenzonitrile (t/redox = -0.86 V (SCE)) as an electron acceptor, because the standard potential of this redox couple occurs 0.44 eV above the conduction band as determined by Mott-Schottky measurements. Photocurrent-potential curves in blank solutions were compared with those of solutions containing nitrobenzonitrile. The observation of increased cathodic photocurrent was reported as evidence for hot electron transfer. [Pg.234]

From an optical viewpoint, on the other hand, the difference between semiconductors and insulators lies in the value of Eg. The admitted boundary is usually set at 3 eV (see Appendix A for the energy units) and materials with Eg below this value are categorized as semiconductors, but crystals considered as semiconductors like the wurtzite forms of silicon carbide and gallium nitride have band gaps larger than 3 eV, and this value is somewhat arbitrary. The translation into the electrical resistivity domain depends on the value of Eg, and also on the effective mass of the electrons and holes, and on their mobilities. The solution is not unique moreover, the boundary is not clearly defined. Semi-insulating silicon carbide 4H polytype samples with reported room temperature resistivities of the order of 1010flcm could constitute the... [Pg.1]


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