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Stationary conductivity measurements

Stationary microwave electrochemical measurements can be performed like stationary photoelectrochemical measurements simultaneously with the dynamic plot of photocurrents as a function of the voltage. The reflected photoinduced microwave power is recorded. A simultaneous plot of both photocurrents and microwave conductivity makes sense because the technique allows, as we will see, the determination of interfacial rate constants, flatband potential measurements, and the determination of a variety of interfacial and solid-state parameters. The accuracy increases when the photocurrent and the microwave conductivity are simultaneously determined for the same system. As in ordinary photoelectrochemistry, many parameters (light intensity, concentration of redox systems, temperature, the rotation speed of an electrode, or the pretreatment of an electrode) may be changed to obtain additional information. [Pg.447]

IV. POTENTIAL-DEPENDENT STATIONARY MICROWAVE CONDUCTIVITY MEASUREMENTS... [Pg.469]

Electrical conductivity measurements on silicate melts indicate an essentially ionic conductivity of unipolar type (Bockris et al., 1952a,b Bockris and Mellors, 1956 Waffe and Weill, 1975). Charge transfer is operated by cations, whereas anionic groups are essentially stationary. Transference of electronic charges (conductivity of h- and n-types) is observed only in melts enriched in transition elements, where band conduction and electron hopping phenomena are favored. We may thus state that silicate melts, like other fused salts, are ionic liquids. [Pg.411]

In 1C, the election-detection mode is the one based on conductivity measurements of solutions in which the ionic load of the eluent is low, either due to the use of eluents of low specific conductivity, or due to the chemical suppression of the eluent conductivity achieved by proper devices (see further). Nevertheless, there are applications in which this kind of detection is not applicable, e.g., for species with low specific conductivity or for species (metals) that can precipitate during the classical detection with suppression. Among the techniques that can be used as an alternative to conductometric detection, spectrophotometry, amperometry, and spectroscopy (atomic absorption, AA, atomic emission, AE) or spectrometry (inductively coupled plasma-mass spectrometry, ICP-MS, and MS) are those most widely used. Hence, the wide number of techniques available, together with the improvement of stationary phase technology, makes it possible to widen the spectrum of substances analyzable by 1C and to achieve extremely low detection limits. [Pg.406]

Rates of radiation induced polymerizations are normally determined by dilatometric [85] or gravimetric [84] experiments. Some of the first quantitative results from cyclopentadiene [86] and a-methylstyrene [87] were obtained by competitive kinetic methods, based on the retarding effect of ammonia and amines. This approach tends to yield maximum values for Rp. More recently, however, a procedure combining stationary state kinetic and conductance measurements has been described [88, 89], and further refined [85]. Because the ions generated by 7-ray irradiation have a transient existence, the kinetic treatment leads to expressions which are very similar to those derived for homogeneous free radical polymerizations [90]. A simplified version of the kinetic scheme is as follows ... [Pg.90]

In Section 30D, we described some of the applications of ion-exchange resins to analytical separations. In addition, these materials are useful as stationary phases for liquid chromatography, where they are used to separate charged species. In most cases, conductivity measurements are used to detect eluents. [Pg.986]

Most of the conventional techniques of thermal conductivity measurements are based on the steady-state solution of Equation (5.1), i.e. establishing a stationary temperature difference across a layer of liquid or gas confined between two cylinders or parallel plates (Kestin and Wakeham, 1987). In recent years, the transient hot-wire technique for the measurement of the thermal conductivity at high temperatures and high pressures has also widely been employed (Assael et al, 1981, 1988a,b, 1989, 1991, 1992, 1998 Nagasaka and Nagashima, 1981 Nagasaka et al., 1984, 1989 Mardolcar et al., 1985 Palavra et al, 1987 Roder and Perkins, 1989 Perkins et al, 1991, 1992 and Roder et al, 2000). [Pg.228]

Friedrich separated six silanes including trimethylchloro-silane and silicon tetrachloride using nitrobenzene on infusorial earth as the stationary phase. The gas stream was passed into 0.02 N potassium chloride and changes in acidity are determined by conductivity measurements,... [Pg.160]

Unfortunately, for the same material, the thermal conductivity value measured by the method of stationary heat flow always differs from the thermal conductivity measured by the method of nonstationary heat flow. [Pg.36]

Methods of Thermal Conductivity Measurements Based on the Principle of Stationary Heat Flow... [Pg.36]

The advantage of thermal conductivity measurement methods based on stationary heat flow is their relatively high accuracy and the fact that the measurement conditions are close to the conditions of refractory service. The disadvantage is the fact that it is very difficult to make measurements at 200, 300, and 400 °C, and the real measurement will be performed at a medium temperature of the sample, such as 315,345 °C, and so forth. This occurs because the measurement is performed, fixing the temperature between the cold and hot surfaces, and then make the temperature dependence of the thermal conductivity, and having this dependence, people determine the values at 200, 300, 400, 600, and 800 °C. [Pg.36]

On account of Eq. (7.100c) is also lower by the same factor of 4. The profiles now are symmetrical about the centre of the sample (see Fig. 7.26). Attributing the electronic conductivity measured in the stationary state to the exact stoichiometry represents an important difference between cell El and cell E2. This will be dealt with in the next section. [Pg.452]

When Nk is small this mean value is not very different from the geometric mean. The boundary values are readily determined from the initial value P(t=0) and the steady state voltage using the Nernst equation (see page 446) . The above equation is also useful if conductivity measurements are carried out in the stationary state of a chemical polarization and can be used to correct the first order approximation in the case of chains including a reversible and a blocking electrode [555]. [Pg.455]

This equation is a reasonable model of electrokinetic behavior, although for theoretical studies many possible corrections must be considered. Correction must always be made for electrokinetic effects at the wall of the cell, since this wall also carries a double layer. There are corrections for the motion of solvated ions through the medium, surface and bulk conductivity of the particles, nonspherical shape of the particles, etc. The parameter zeta, determined by measuring the particle velocity and substituting in the above equation, is a measure of the potential at the so-called surface of shear, ie, the surface dividing the moving particle and its adherent layer of solution from the stationary bulk of the solution. This surface of shear ties at an indeterrninate distance from the tme particle surface. Thus, the measured zeta potential can be related only semiquantitatively to the curves of Figure 3. [Pg.533]

The increased lifetime of photogenerated minority carriers can be measured experimentally. This is shown for a single-crystal ZnO-electrode (Fig. 22). Both the stationary PMC peak and the potential-dependent lifetime in the depletion region, measured with transient microwave conductivity techniques are plotted.25 It is seen that the stationary PMC peak coincides with a peak in the lifetime of minority carriers. This... [Pg.475]


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See also in sourсe #XX -- [ Pg.176 ]




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