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Determination of the Activation Energy

The relationship between the ionic conductivity oi and the temperature T can either be derived from the diffusivity D or the mobility u assuming Arrhenius-type behavior  [Pg.545]

D and u are related by the Nemst-Einstein relationship. The conductivity a is given by Eq. (25). [Pg.546]

The following two well known relationships are obtained from Eqs. (38) and (39)  [Pg.546]

For reasons of simplicity, jj versus 1 IT plots are more commonly used than 7 T versus MT relationship. The differences in the straight line characteristics of the Arrhenius plots is mostly negligible. [Pg.546]

An example of the determination of activation enthalpies is shown in Figs. 11 and 12. A valuable indication for associating the correct minimum with the ionic conductivity is the migration effect of the minimum with the temperature (Fig. 11) and the linear dependence in the cr(T versus 1/T plot (Fig. 12). However, the linearity may be disturbed by phase transitions, crystallization processes, chemical reactions with the electrodes, or the influence of the electronic leads. [Pg.546]

Impedance analysis overcomes polarization problems by employing alternating currents in the frequency range from 10 to 10 Hz [39]. Only in the case of sufficiently high disorder, the ionic conductiv- [Pg.545]


IV. Fundamental Relationships for the Determination of the Activation Energy of Desorption, of the Order of Desorption and of the Preexponential Factor... [Pg.365]

Good thermal stability is a requirement for surfactants used in processes to enhance oil recovery. This applies most particularly to steam foam applications where surfactants such as AOS may be exposed to temperatures far above 100°C albeit for short times. Many authors have approached the problem of the thermal stability of a surfactant through a determination of the activation energy of the thermal degradation process. Once the activation energy is known, it can be used to estimate the rate of thermal degradation under various conditions. [Pg.416]

Because of the complexity of the AOS system, the authors of Ref. 72 state that the determination of the activation energy for thermal degradation might present grave difficulties. They decided to study each of the AOS components separately whereby each was observed to follow a complicated thermal degradation path. [Pg.416]

The determination of the activation energies of electrode reactions is especially important for the theory of electrode reactions and for study of the relationship between the structure of the reacting substances and the electrode reaction rates. [Pg.276]

Unimolecular reactions occupy a venerable position in the history of the development of modem physical chemistry. The determination of the activation energy ... [Pg.42]

Fig. 6.11 Determination of the activation energy in the dark zone at different energy densities of double-base propellants. Fig. 6.11 Determination of the activation energy in the dark zone at different energy densities of double-base propellants.
If a reaction is accompanied by side reactions, which are not accounted for in detail, deviations from the straight line may be experienced in the plot of InkJp when the overall rate is considered. This difficulty is well known from the determination of the activation energy for multiple reactions. [Pg.73]

The determination of the activation energy of the reaction is difficult since the coverages Qqq and 90 under reaction conditions must be known. The values that have been determined for the LH reaction vary from 8 kcal/mol (194) to 23 kcal/mol (186, 189), whereas under the conditions attributed to an ER mechanism, no appreciable effect of temperature on the rate was seen (132, 149, 189, 193, 194). The activation energy of 8 kcal (194) was determined under conditions in which 90 and 9C0 varied appreciably and with the assumption that the reaction is first order in both coverages. In view of the results shown in Fig. 42, this assumption may not be justified. [Pg.58]

Figure 11. Arrhenius plot for the determination of the activation energy for the acid-catalyzed hydrolysis of p-CF C,H.,(CH ). SiOC.H.,... Figure 11. Arrhenius plot for the determination of the activation energy for the acid-catalyzed hydrolysis of p-CF C,H.,(CH ). SiOC.H.,...
Figure 2. Conductivity data on KTP and KTA, along z, as a function of temperature for determination of the activation energies of conduction. Key KTP Philips flux KTP Airtron high temperature hydrothermal A KTA DuPont flux. Figure 2. Conductivity data on KTP and KTA, along z, as a function of temperature for determination of the activation energies of conduction. Key KTP Philips flux KTP Airtron high temperature hydrothermal A KTA DuPont flux.
Christensen H, Sehested K (1983) Reaction of hydroxyl radicals with hydrogen at elevated temperatures. Determination of the activation energy. J Phys Chem 87 118-120 Dainton FS, Peterson DB (1962) Forms of H and OH produced in the radiolysis of aqueous systems. Proc R Soc Lond A 267 443-463... [Pg.84]

Thus the known values for the observed reaction rate orders and the observed activation energy can be useful for the determination of the activation energies for individual reactions. [Pg.228]

At high temperatures and low frequencies conductivity contribution are important since the loss permittivity tends to increase continuously. Figure 2.41 show the Arrhenius plot for the determination of the activation energy for the 5 relaxation which is about 28 kJ mol-1. This is a value very close to those reported for similar structurally poly(methacrylate)s [28,29], Increasing the temperature, a y relaxation is observed. [Pg.100]

The first experimental determination of the activation energy Ea was done in 1949 by Robertson [24], His studies of liquid RDX yielded a value of 47.5 kcal/mol for Ea. Subsequent experiments seem to confirm that the Ea value is in the range 47 to 48 kcal/mol. Cosgrove and Owen [25] concluded that the decomposition occurs in the vapor phase based on experiments carried out near the melting point. In 1969 Rauch and Fanelli [26] reported that the liquid- and gas-phase reactions yield different products. They found that the gas-phase reaction produced N02 and the liquid-phase reaction N20 and C02. It has been widely accepted that N-N bond fission to yield N02 is the initial step in the decomposition. However, it has been difficult to firmly establish that as fact because of the difficulties in making kinetics measurements and the unreliability of ab initio predictions for molecules of this size. [Pg.133]

For the determination of the activation energy, it is necessary to determine the rate constant k for several different temperatures, as described previously. The linearization of Equation (6), for an elementary reaction, or Equation (18) for an overall reaction gives the activation energy or the apparent activation energy as the slope of an Arrhenius plot ... [Pg.263]

ROder O, LUdemann HD, von Goldammer E (1975) Determination of the activation energy for pseudorotation of the furanose ring in nucleosides by 13C nuclear-magnetic resonance relaxation. Eur J Biochem 53 517-524... [Pg.532]

The determination of the activation energy in the case where the structure of the transition complex resembles the product (Evans et al. [15] and Ogg and Polanyi [16]) is based on the assumption that the activation energy difference between reaction (3) and a standard reaction (4) is proportional to the difference in the heats of reaction... [Pg.166]

While R22 is highly temperature dependent, the data are too limited to make an accurate determination of the activation energy, and 7 kcal should be considered an estimate. Measurements over the complete range of tropospheric temperatures are in progress [Johnston (119)]. The important loss reactions,... [Pg.434]

For complex reaction mechanisms it is often not possible to evaluate rate constants during electrode studies. This would ordinarily preclude the determination of the activation energy of the process. However, the same approach as was described in the preceding paragraph for reaction orders can give the apparent activation energy of the process (Parker, 1981a). The direct proportionality of k pp and can be used to derive the Arrhenius-like eqn (59). [Pg.167]

Figure 14. An Arrhenius plot of log ki against 1/T for the determination of the activation energy of decomposition of cobalt (III) acetylacetonate in aqueous and surfactant solutions... Figure 14. An Arrhenius plot of log ki against 1/T for the determination of the activation energy of decomposition of cobalt (III) acetylacetonate in aqueous and surfactant solutions...
Figure 6. Determination of the activation energy for dodecene cracking in the range 475°-550°C... Figure 6. Determination of the activation energy for dodecene cracking in the range 475°-550°C...
An accurate determination of the activation energy for hydropyrolysis of n-hexadecane (1) was not possible since the conversions in the temperature range studied were too high for this purpose. However, the activation energy is estimated to be approximately 50 kcal/mol,... [Pg.303]

Therefore, the study of rheological properties, the determination of the activation energy of viscous flow, composition-fluidity relationships, and key factor effects of the lubricity-promoting additive on the fluidity of oligoethylsiloxane-based compositions were of interest. [Pg.661]

The last column of Table 5 contains information about the reaction barrier heights. The differences between the energies of the optimized TS structures and their reactant conformers, which were obtained going downhill from these TS (using the Intrinsic Reaction Coordinate (IRC) algorithm), were used for the determination of the activation energies at the CCSD(T) level of calculation. It is obvious (the last column of Table 5) that... [Pg.311]

Clarke, M.A. Bishnoi, P.R. Determination of the activation energy and intrinsic rate constant of methane gas hydrate decomposition. Can. J. Chem. Eng. 2001, 79, 143-147. [Pg.1862]

Temperature dependent I-V measurements in the temperature range 300-500 K, which allowed determination of the activation energy, were also performed, and the results are listed in Table 6.2. The barrier heights calculated from the Richardson plot using Equation (6.2) are consistent with the room temperature values for each sample. However, the calculated effective Richardson constant is much smaller than the theoretically expected value which is commonly reported in the literature for GaN [2]. As we can see in Table 6.2, the effective Richardson constant is also related to the crystal quality, and obviously further work is required to shed light on the discrepancy between the measured and theoretical values endemic to GaN. [Pg.137]


See other pages where Determination of the Activation Energy is mentioned: [Pg.545]    [Pg.62]    [Pg.114]    [Pg.54]    [Pg.114]    [Pg.723]    [Pg.244]    [Pg.54]    [Pg.52]    [Pg.121]    [Pg.1310]    [Pg.406]    [Pg.36]    [Pg.868]    [Pg.122]    [Pg.286]    [Pg.333]    [Pg.100]    [Pg.383]    [Pg.95]   


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Determining the Activation Energy

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The Activation Energy

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