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Low temperature activation energy

Fig. 3.28. Low temperature activation energy versus square root of electric field extrapolated to zero field. The zero field activation energy was found to be Aq = 0.05 eV [54]. Fig. 3.28. Low temperature activation energy versus square root of electric field extrapolated to zero field. The zero field activation energy was found to be Aq = 0.05 eV [54].
The activation energy Q is a measure of the temperature dependence of a diffusion process. The higher the value of 0, the more rapid is the diffusion at high temperature and the slower it is at low temperatures. Activation energies for interstitial diffusion are much lower than for vacancy diffusion. [Pg.197]

In Chapter 15, we learned that reactions which are thermodynamically favorable have negative AG values and occur spontaneously as written. However, thermodynamics cannot be used to determine the rate of a reaction. Kinetically favorable reactions must be thermodynamically favorable and have a low enough activation energy to occur at a reasonable rate at a certain temperature. [Pg.259]

Low flow activation energies ( = temperature influence on viscosity variation)... [Pg.61]

Hence, for low temperatures the energy of activation equals Ea and is relatively large. As the temperature increases, the value of bA (or 0A) decreases and the reaction becomes first order ... [Pg.15]

At low temperature, the energy of activation is the more important factor. Because most molecules do not have enough kinetic energy to overcome the higher energy barrier at lower temperature, they react by the faster pathway, forming the kinetic product. [Pg.587]

The low overall activation energy of this reaction renders it considerably different from the reaction of NO with Brj or CI2 where the low temperature rate is dominated by a termolecular mechanism. [Pg.232]

The increase in rate with increase of temperature for all the cyclopentane-1,2-diols in Table 2 is small and corresponds to apparent activation energies in the range 1-5 kcal.mole . Each rate coefficient is probably the product of the rate coefficient for decomposition of the cyclic ester and one or more equilibrium constants. The latter could well decrease with increase of temperature, and bring about low overall activation energies. [Pg.446]

The thermal Z —> E isomerization of azobenzene has been widely used to determine free volume in polymers at room and temperatures as low as 4 K.90b9i Jhe thermal reaction is also important in the context of photo-response, as an information written or a signal or state produced by switching E to Z is slowly fading. However, the Z-lifetime is strongly modified by strain in the molecule Z-azobenzene in solution at room temperature has a half life of about 2 days the Z,E E,E isomerization in the [3.3] 4,4 )azo-benzenophane 9 has a half life of ca. 4 min. the [2.2] 4,4 )azobenzenophane 7 has a half life of ca. 15 seconds and in dibenzo[2.2][4.4 )-azobenzeno-phane 8 the life of the E,Z-isomer drops to 1 s. On the other hand, the Z,Z Z,E isomerization in these phanes is slowed down enormously Z,Z-7 lives 2.5 days, Z,Z-9 about 5 days, and Z,Z-10 about 1 year at room temperature. Activation energies are available in the publications. The Z,E E,E isomerization in most azobenzenophanes is very fast. However, in 2,19-Dioxo[3.3](3,3 )azobenzolophane 12, the Z,E-form is relatively stable, The remarkable differences in these and other structures are not due to different activation enthalpies but to different activation entropies. [Pg.20]

Much less stable at heating is poly(vinyl bromide), which starts decomposing as low as 100° C with dehydrobromination. Since the dehydrobromination occurs at lower temperatures (activation energy of only 17 kJ mol ), long chains of unsaturated hydrocarbons are generated and do not decompose until the temperature is further increased. Some literature reports regarding thermal decomposition of these polymers are summarized in Table 6.3.8. [Pg.293]

An activation energy to adsorption of 17 1 kj/mol was obtained from a plot of the logarithm of the coverage versus the reciprocal of the adsorption temperature (Fig. 7.2). This value is the same low-coverage activation energy to adsorption obtained by Dean and Bowker [10]. [Pg.237]

The 1,2-shift of a hydrogen atom in an alkylsilylene is formally analogous to the above process. It has been utilized in matrix-isolation work for the photochemical conversion of silylenes to silenes129- 133, but it apparently does not proceed thermally with a low enough activation energy to be useful for room-temperature photochemical preparation of silenes from precursors of silylenes. [Pg.1046]


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See also in sourсe #XX -- [ Pg.54 ]




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Energy temperatures

Low energy

Temperature activation energy

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