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Arrhenius plots, for

Figure 6-1. Arrhenius plot for (he chair-chair ring inversion of cyclohexane. ... Figure 6-1. Arrhenius plot for (he chair-chair ring inversion of cyclohexane. ...
Thus curvature in an Arrhenius plot is sometimes ascribed to a nonzero value of ACp, the heat capacity of activation. As can be imagined, the experimental problem is very difficult, requiring rate constant measurements of high accuracy and precision. Figure 6-2 shows a curved Arrhenius plot for the neutral hydrolysis of methyl trifluoroacetate in aqueous dimethysulfoxide. The rate constants were measured by conductometry, their relative standard deviations being 0.014 to 0.076%. The value of ACp was estimated to be about — 200 J mol K, with an uncertainty of less than 10 J moE K. ... [Pg.251]

Figure 6-2. Curved Arrhenius plot for the hydrolysis of methyl trifluoroacetate in dimethylsulfoxide-water (mole fraction water = 0.973). ... Figure 6-2. Curved Arrhenius plot for the hydrolysis of methyl trifluoroacetate in dimethylsulfoxide-water (mole fraction water = 0.973). ...
Fig. 7.1 Arrhenius plot for the oxidation of mild steel and low-alloy steels in air showing a sharp break it the slope at d curvature due to the appearance of FeO in the scale above... Fig. 7.1 Arrhenius plot for the oxidation of mild steel and low-alloy steels in air showing a sharp break it the slope at d curvature due to the appearance of FeO in the scale above...
Above 570°C, a distinct break occurs in the Arrhenius plot for iron, corresponding to the appearance of FeO in the scale. The Arrhenius plot is then non-linear at higher temperatures. This curvature is due to the wide stoichiometry limits of FeO limits which diverge progressively with increasing temperature. Diffraction studies have shown that complex clusters of vacancies exist in Fe, , 0 Such defect clustering is more prevalent in oxides... [Pg.968]

Fig. 7.9 Arrhenius plot for the haematite thickening rate on mild steel and low-chromium... Fig. 7.9 Arrhenius plot for the haematite thickening rate on mild steel and low-chromium...
Figure 6. Arrhenius plots for various hattery systems. The percentage capacity losses per year and per day are given on a logarithmic scale. The Li-MnO, cell, which has excellent shelf-life characteristics, is a primary cell, not a rechargeable Li cell... Figure 6. Arrhenius plots for various hattery systems. The percentage capacity losses per year and per day are given on a logarithmic scale. The Li-MnO, cell, which has excellent shelf-life characteristics, is a primary cell, not a rechargeable Li cell...
Fig. 5. Arrhenius plots for para-hydrogen conversion on palladium wire catalysts. O, Phj = 1-2 mm Hg A, Ph. = 6.1 mm Hg , after the exposure of a wire to atomic hydrogen produced in rf discharges. Compiled after Couper and Eley (29). Fig. 5. Arrhenius plots for para-hydrogen conversion on palladium wire catalysts. O, Phj = 1-2 mm Hg A, Ph. = 6.1 mm Hg , after the exposure of a wire to atomic hydrogen produced in rf discharges. Compiled after Couper and Eley (29).
Fig. 8. Arrhenius plots for the formic acid decomposition on palladium foil (1) and small pieces of this foil (2) at a higher temperature range, when hydrogen evolving as a product of the reaction was absorbed by Pd and transformed into the /3-Pd-H hydride phase. At the lower temperature range the reaction proceeds on the a-Pd-H phase, with a higher activation energy when the foil was hydrogen pretreated (2a), and a lower activation energy for a degassed Pd foil (3a). After Brill and Watson (57). Fig. 8. Arrhenius plots for the formic acid decomposition on palladium foil (1) and small pieces of this foil (2) at a higher temperature range, when hydrogen evolving as a product of the reaction was absorbed by Pd and transformed into the /3-Pd-H hydride phase. At the lower temperature range the reaction proceeds on the a-Pd-H phase, with a higher activation energy when the foil was hydrogen pretreated (2a), and a lower activation energy for a degassed Pd foil (3a). After Brill and Watson (57).
The recombination reaction proceeding on nickel-copper alloy films rich in copper and on copper itself maintained a constant value of the activation energy of about 1 kcal/mole. The Arrhenius plot for an alloy film Ni20Cu80 is represented in Fig. 14. [Pg.280]

Figure 2.9. Arrhenius plot for silicon deposition using various precursors. Figure 2.9. Arrhenius plot for silicon deposition using various precursors.
Figure 5.1 shows an Arrhenius plot for the reaction O -b N2 NO -b N the plot is linear over an experimental temperature range of 1500 K. Note that the rate constant is expressed per molecule rather than per mole. This method for expressing k is favored by some chemical kineticists. It differs by a factor of Avogadro s number from the more usual k. [Pg.153]

R is the gas constant Dq and activation energy Eu are constants derived from an Arrhenius plot for diffusion coefficients applying at different temperatures, and solubility coefficient was obtained from a separate permeation test at TiK. Suitable testing using a specially constmcted permeation cell water-cooled at one end provided good validation data. [Pg.636]

Figure 2. Arrhenius plot for net polymerization rate constant. Figure 2. Arrhenius plot for net polymerization rate constant.
Figure 4. Arrhenius Plot for Carbon Dioxide Evolution. Figure 4. Arrhenius Plot for Carbon Dioxide Evolution.
Fig. 2. Arrhenius plots for the rate of CO oxidation over ( ) 02-treated Au/Nano-Ti02, (A) 03/02-treated Au/Nano-Ti02 and (O) 03/02-treated Au/P25. Fig. 2. Arrhenius plots for the rate of CO oxidation over ( ) 02-treated Au/Nano-Ti02, (A) 03/02-treated Au/Nano-Ti02 and (O) 03/02-treated Au/P25.
Figure 2. Arrhenius plot for the HDS of thiophene on the Mo(l00) surface. pCh ) = 780 Torr, P(Th) =2.5 Torr. Figure 2. Arrhenius plot for the HDS of thiophene on the Mo(l00) surface. pCh ) = 780 Torr, P(Th) =2.5 Torr.
Figure 3. Arrhenius plots for the formation of formaldehyde or acetaldehyde from methanol or ethanol, normalized by the number of vanadiums (open symbols) and by the amount of oxygen uptake measured at 625 K (filled symbols). Lines on the right panel are calculated from the data reported by Oyama and Somorjai [11]. Figure 3. Arrhenius plots for the formation of formaldehyde or acetaldehyde from methanol or ethanol, normalized by the number of vanadiums (open symbols) and by the amount of oxygen uptake measured at 625 K (filled symbols). Lines on the right panel are calculated from the data reported by Oyama and Somorjai [11].
Figure 3.36 Arrhenius plot for the oxidative dehydrogenation of methanol to formaldehyde performed in a micro reactor [72]. Figure 3.36 Arrhenius plot for the oxidative dehydrogenation of methanol to formaldehyde performed in a micro reactor [72].
Figure 8. Rate of carbon monoxide oxidation on calcined Pt cube monolayer as a function of temperature [27]. The square root of the SFG intensity as a function of time was fit with a first-order decay function to determine the rate of CO oxidation. Inset is an Arrhenius plot for the determination of the apparent activation energy by both SFG and gas chromatography. Reaction conditions were preadsorbed and 76 Torr O2 (flowing). (Reprinted from Ref. [27], 2006, with permission from American Chemical Society.)... Figure 8. Rate of carbon monoxide oxidation on calcined Pt cube monolayer as a function of temperature [27]. The square root of the SFG intensity as a function of time was fit with a first-order decay function to determine the rate of CO oxidation. Inset is an Arrhenius plot for the determination of the apparent activation energy by both SFG and gas chromatography. Reaction conditions were preadsorbed and 76 Torr O2 (flowing). (Reprinted from Ref. [27], 2006, with permission from American Chemical Society.)...
Figure 5.4-12. Arrhenius plot for a catalytic heterogeneous reaction. [Pg.282]

The Arrhenius plots for both sets of kinetic parameters together with experimental points are shown in Fig. 5.4 -32. Experimental points scatter uniformly on both sides of the straight lines indicating that the power-law model with the evaluated rate constant can be satisfactorily used to describe the kinetic experiments under consideration. [Pg.318]

Figure 5.4-36. Fit of first-order kinetics for three Figure 5.4-37. Arrhenius plot for rate constants isothermal reaction periods (reprinted with obtained from the isothermal reaction periods permission from Landau et al. (1994). Copyright (reprinted with permission from Landau et al. (1994) American Chemical Society). (1994). Copyright (1994) American Chemical... Figure 5.4-36. Fit of first-order kinetics for three Figure 5.4-37. Arrhenius plot for rate constants isothermal reaction periods (reprinted with obtained from the isothermal reaction periods permission from Landau et al. (1994). Copyright (reprinted with permission from Landau et al. (1994) American Chemical Society). (1994). Copyright (1994) American Chemical...
Figure 10.8 Arrhenius plots for the apparent rate constant for the HOR (CO-free) at Pt (O), Pt5iCo49 (A), and Pt54Ru46 ( ) working electrodes at 0.020 V vs. RHE(/). (From Uchida et al. [2006], reproduced by permission of the American Chemical Society.)... Figure 10.8 Arrhenius plots for the apparent rate constant for the HOR (CO-free) at Pt (O), Pt5iCo49 (A), and Pt54Ru46 ( ) working electrodes at 0.020 V vs. RHE(/). (From Uchida et al. [2006], reproduced by permission of the American Chemical Society.)...
Figure 1.23. Arrhenius plot for determining activation energy. Figure 1.23. Arrhenius plot for determining activation energy.
Nonlinear Arrhenius Plots For most organic reactions, plots of In k versus l/T are linear, and afford and A values in accord with the Arrhenius equation." However, for systems where QMT is involved, rate constants fall off less steeply than expected as temperatures are lowered, which often leads to upwardly curved Arrhenius plots as illustrated in Figure 10.2 ... [Pg.420]

As a model esterification reaction, the formation of ethyl lactate has been studied and its complete kinetic and thermodynamic analysis has been performed. The formation rate of ethyl lactate has been examined as a function of temperature and catalyst loading. In early experiments, it was determined that lactic acid itself catalyzes esterification, so that there is significant conversion even without ion exchange resin present. The Arrhenius plot for both resin-catalyzed and uncatalyzed reactions indicates that the uncatalyzed... [Pg.375]

Arrhenius plots for poisoned and unpoisoned catalysts. [From AIChE J., 7 (211), 1961. Used with permission.]... [Pg.528]

Arrhenius plots for particles and pellets. (y6 = ethylene mole fraction) [From AlChE J., 11 (636), 1965. Used with permission.]... [Pg.531]

Figure 7 Arrhenius plots for non-isothermal chemiluminescence runs of oxidized polymers, (1) polypropylene, (2) polyethylene, in oxygen, heating rate 2.5°C/min. [Pg.473]

They observed abrupt changes in the slope of Arrhenius plots for reactions catalyzed by NADH oxidase and p-lactate oxidase that correlate well with phase transitions detected by the ESR spectra of the nitroxide spin labels bound covalently to the enzymes (Table 5.4). [Pg.109]

Table II. Constants of Arrhenius plots for the initial heat release rate and for the rate constant... Table II. Constants of Arrhenius plots for the initial heat release rate and for the rate constant...

See other pages where Arrhenius plots, for is mentioned: [Pg.246]    [Pg.383]    [Pg.967]    [Pg.419]    [Pg.14]    [Pg.586]    [Pg.143]    [Pg.281]    [Pg.180]    [Pg.164]    [Pg.318]    [Pg.281]    [Pg.318]    [Pg.333]    [Pg.428]    [Pg.455]    [Pg.396]   


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