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Temperature effects activation energies

Fig. 6. The three ideal zones (I—III) representing the rate of change of reaction for a porous carbon with increasing temperature where a and b are intermediate zones, is activation energy, and -E is tme activation energy. The effectiveness factor, Tj, is a ratio of experimental reaction rate to reaction rate which would be found if the gas concentration were equal to the atmospheric gas concentration (80). Fig. 6. The three ideal zones (I—III) representing the rate of change of reaction for a porous carbon with increasing temperature where a and b are intermediate zones, is activation energy, and -E is tme activation energy. The effectiveness factor, Tj, is a ratio of experimental reaction rate to reaction rate which would be found if the gas concentration were equal to the atmospheric gas concentration (80).
Increasing the temperature and pressure accelerates the reaction because of the increased solubility of the water in the oU phase and to its higher activation energy. Temperature, in particular, exerts a significant effect. An increase in temperature from 150°C to 220°C increases water solubility by two to three times. [Pg.2988]

A process is said to be spontaneous if it occurs without outside intervention. Spontaneous processes may be fast or slow. As we will see in this chapter, thermodynamics can tell us the direction in which a process will occur but can say nothing about the speed of the process. As we saw in Chapter 12, the rate of a reaction depends on many factors, such as activation energy, temperature, concentration, and catalysts, and we were able to explain these effects using a simple collision model. In describing a chemical reaction, the discipline of chemical kinetics focuses on the pathway between reactants and products thermodynamics considers only the initial and final states... [Pg.773]

The maximum catalytic activity for IVI-AA copolymer has been observed at a polymer copper(I I) ratio of 17 1. Activation energies and effective rate constants, Ar ff, have been determined from results of the measurement of the rate of quinone formation over a 288-313 K range of temperature. Thus, at pH 5.25 and [Cu " ] = 1.2-10 mole/1, these values are 111.4kJ/mole and 1.32-10 min , and 79.5 kJ/mole and 8.55 10 min for low-molecular weight and polymeric catalysts respectively. Because the limiting step of the process is the oxidation from Cu(I) to Cu(Il), the incorporation of polyampholytes which form more stable complexes with Cu(II) than with Cu(I) is expected to increase the catalytic activity of the Cu(II) ions. [Pg.19]

The Central Importance of Activation Energy The effect of temperature on k is... [Pg.520]

It was noted in Section XVII-1 that chemisorption may become slow at low temperatures so that even though it is favored thermodynamically, the only process actually observed may be that of physical adsorption. Such slowness implies an activation energy for chemisorption, and the nature of this effect has been much discussed. [Pg.703]

The effect of temperature on the non-catalysed reaction was difficult to disentangle, for at lower temperatures the autocatalytic reaction intervened. However, from a limited range of results, the reaction appeared to have an experimental activation energy of c. +71 kj moh. ... [Pg.53]

The classical experiment tracks the off-gas composition as a function of temperature at fixed residence time and oxidant level. Treating feed disappearance as first order, the pre-exponential factor and activation energy, E, in the Arrhenius expression (eq. 35) can be obtained. These studies tend to confirm large activation energies typical of the bond mpture mechanism assumed earlier. However, an accelerating effect of the oxidant is also evident in some results, so that the thermal mpture mechanism probably overestimates the time requirement by as much as several orders of magnitude (39). Measurements at several levels of oxidant concentration are useful for determining how important it is to maintain spatial uniformity of oxidant concentration in the incinerator. [Pg.57]

Computer Models, The actual residence time for waste destmction can be quite different from the superficial value calculated by dividing the chamber volume by the volumetric flow rate. The large activation energies for chemical reaction, and the sensitivity of reaction rates to oxidant concentration, mean that the presence of cold spots or oxidant deficient zones render such subvolumes ineffective. Poor flow patterns, ie, dead zones and bypassing, can also contribute to loss of effective volume. The tools of computational fluid dynamics (qv) are useful in assessing the extent to which the actual profiles of velocity, temperature, and oxidant concentration deviate from the ideal (40). [Pg.57]

Rheology of LLDPE. AH LLDPE processiag technologies iavolve resia melting viscosities of typical LLDPE melts are between 5000 and 70, 000 Pa-s (50,000—700,000 P). The main factor that affects melt viscosity is the resia molecular weight the other factor is temperature. Its effect is described by the Arrhenius equation with an activation energy of 29—32 kj/mol (7—7.5 kcal/mol) (58). [Pg.401]

Fig. 2. Relation of vittinite reflectance (R in percent to maximum temperature and effective heating time (/ ) where = activation energy in kj... Fig. 2. Relation of vittinite reflectance (R in percent to maximum temperature and effective heating time (/ ) where = activation energy in kj...
Ashby pointed out diat die sintering studies of copper particles of radius 3-15 microns showed clearly the effects of surface diffusion, and die activation energy for surface diffusion is close to the activation energy for volume diffusion, and hence it is not necessarily the volume diffusion process which predominates as a sintering mechanism at temperatures less than 800°C. [Pg.207]

The transition is fully classical and it proceeds over the barrier which is lower than the static one, Vo = ntoColQl- Below but above the second cross-over temperature T 2 = hcoi/2k, the tunneling transition along Q is modulated by the classical low-frequency q vibration. The apparent activation energy is smaller than V. The rate constant levels off to its low-temperature limit k only at 7 < Tc2, when tunneling starts out from the ground state of the initial parabolic term. The effective barrier in this case is neither V nor Vo,... [Pg.34]


See other pages where Temperature effects activation energies is mentioned: [Pg.307]    [Pg.29]    [Pg.13]    [Pg.470]    [Pg.59]    [Pg.73]    [Pg.566]    [Pg.5]    [Pg.86]    [Pg.399]    [Pg.340]    [Pg.222]    [Pg.28]    [Pg.39]    [Pg.41]    [Pg.371]    [Pg.342]    [Pg.387]    [Pg.199]    [Pg.507]    [Pg.494]    [Pg.172]    [Pg.502]    [Pg.529]    [Pg.252]    [Pg.213]    [Pg.2035]    [Pg.118]    [Pg.252]    [Pg.4]    [Pg.106]    [Pg.107]    [Pg.128]   
See also in sourсe #XX -- [ Pg.65 ]




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