Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)


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Scheffer [ , ], where they also noted that:. This topic is also deep discussed in the work of M. Licensee IntechOpen. Help us write another book on this subject and reach those readers. Login to your personal dashboard for more detailed statistics on your publications. We are IntechOpen, the world's leading publisher of Open Access books. Built by scientists, for scientists. Our readership spans scientists, professors, researchers, librarians, and students, as well as business professionals.

Downloaded: Abstract This chapter begins with a general overview of the content of this work, which explains the structure and mutual relation between discussed topics. Introduction Modern chemical reaction kinetics is a science describing and explaining the chemical reaction as we understand it in the present day [ 1 ].

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He was the elder son of Admiral F. It is easy to discern two important lines of development in chemical kinetics before the First World War. Up to this time nearly all chemists, unlike physicists, had been content with purely descriptive and qualitative approaches to their subjects, although there were some notable exceptions, such as Benjamin Collins later Sir B. Brodie A. Harcourt2,4 was his research assistant [7]. Harcourt mostly collaborated with mathematicians H.

Smith, Ch. Dodgson and W. The first three Bakerian Lectures were given from to by Irish probably chemist and mineralogist Peter Woulfe ?

Awarded the first Nobel Prize in chemistry in for his work on chemical dynamics and on osmotic pressure in solutions [30]. There is a lunar impact crater within Mendel-Rydberg Basin In the work [21], Harcourt and Esson insisted that their formula Eq. On purely empirical grounds they were right, but this fact is of little significance; a double-logarithmic plot is intrinsically more likely to be linear than a single-logarithmic plot [7]. That also includes the statement about the most probable orientation of bonds of carbon atom, i.

Since the atomic theory was still considered a mere speculation, these ideas came under strong criticism. A branch of physical chemistry closely related to chemical kinetics that seeks to explain the time-dependent phenomena, such as energy transfer and chemical reactions, in terms of detailed motion of nuclei and electrons which constitute the system [33], i. Awarded the Nobel Prize in Chemistry in Alternatively the relation describes the variation of equilibrium constant with temperature. That proof he was to give in the following year. He based his temperature dependence argument on an equation obtained by German chemist August Friedrich Horstmann — , who was the first to apply the thermodynamics, particularly the newly formed concept of entropy R.

Clausius — in , to chemical problems. Ostwald [36]. Thomsen — and French chemist P. Berthelot — According to this principle, the driving force in a chemical reaction, i. The detailed survey of relations suggested for the temperature dependence of k is introduced by work of K.

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Laidler [20]. The experimental activation energy Arrhenius activation energy of the reaction can be then evaluated from the slope of the Arrhenius plot, i. Chapman who herself carried out a number of independent investigations [36]. Some of his equations are latterly independently derived by Emile Jouguet [36, 48]. Hinshelwood Nobel prize in chemistry was shared with N. Semenov, who was also awarded by Lomonosov Gold Medal in There is also a lunar impact crater Hinshelwood investigated this reaction with his student H.

Thmopson — [7]. In these reactions it is possible that two or more active centers are formed the second kind of chain instead of one the first kind of chain [7, 64]. Doctoral student of sir John Conroy — Sir H. He supervised the research of C. Hinshelwood and E.


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Many notable scientists, such as J. The principle, which states that only that light which is absorbed by a system can bring about a photochemical change, is called as the principle of photochemical activation or Grotthuss-Draper law law was independently proposed by German chemist Freiherr Christian Johann Dietrich Theodor von Grotthuss — in and English-American scientist John William Draper — in This fundamental principle, which states that for every quantum of radiation that is absorbed, one molecule of the substance reacts, is known as photochemical equivalence law or Einstein-Stark law independently formulated by physicists Johannes Stark — and Albert Einstein — between and German chemists Walther Hermann Nernst — who is well known for his work in thermodynamics, e.

The letter M in Eq. The quantum mechanical tunneling through the reaction potential energy barrier is usually important only for the reaction of very light atoms which occurs at very low temperatures. Deuterium D or 2H, i. Deuterium was discovered by American physical chemist C. Urey —, Nobel Prize for Chemistry in [4]. Urey contributed to the development of atom bomb and is also well known for so called Miller-Urey experiment that simulated the conditions on early Earth. Urey Prize for achievement in planetary sciences named after him.

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Emyr Alun Moelwyn-Hughes — was Welsh physical chemist. He was elected FRS in The most important is the orientation effect which is related to the need for certain parts of the colliding molecules to come together in order for a collision to be effective [7]. British physical chemist Meredith Gwynne Evans — who together with H. Eyring and M.

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For the time being it is not possible to conclude what the most plausible, or at least the most prevalent, reason might be that a degree of synergism possibly occurs also between several causes of this phenomenon. Furthermore, it must be determined to what extent the kinetic method used to calculate the E a values actually affects the trends obtained. This point obviously calls for a more thorough investigation in order to to achieve full elucidation, which is precisely what has been attempted in the present note. In the latter case, the representative E a point was quite anomalous and differed as to the trends obtained see Fig.

Activation energy E a trends of extra-strong paper samples either non aged or artificially aged for several ageing times using three different methods for processing TG - DTG data. In the interpretation of these outcomes, it was not clear to what extent they depended on the real differences in the physico-chemical characteristics of the cellulose in the non aged sample versus the aged samples and, conversely, to what extent the kinetic method used to calculate the E a values actually affected the E a trends obtained using the equations 6, 7 and 9 for the Arrhenius, Satava and Wyden-Widmann methods, respectively.

Initially, computation of Wyden-Widmann model parameters was also tried using a non-least squares iterative method based on continuous-valued genetic algorithms [ 14 ] but results statistically comparable to those ones deriving from the application of the MLR method were obtained, both when applied to the linearized version and when nonlinear solution was evaluated directly. However, as also discussed in the Experimental section, we observed how the estimated value of E a can change significantly depending on the temperature range and, as a consequence, on the number of data points selected for use in the fitting procedure.

Accordingly, the computation of model parameters in the Wyden and Widmann method was repeated by including a different number of data points in the fitting procedure in order to account for this observation. When examining the results obtained we realized that a reasonable correlation existed see Fig.

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Indeed, a thorough investigation, as shown in Fig. Hence, the quality of the fitting process is highly dependent on the number of points used to compute the regression model, as shown in Fig. The reported number of data points is the number of points chosen symmetrically to the left and right of the temperature corresponding to the minimum in the DTG curve; hence 20 points means a 41 point interval centered with respect to T min.

However, a sufficiently correct E a trend i. Furthermore, if the same procedures to calculate E a , as those used in the three methods examined are repeated for values referring to all the extra-strong paper samples tested at different irradiation times, excluding only the non irradiated sample and using all three methods considered alternately, it may be concluded see Fig. Activation energy E a trends of extra-strong paper samples artificially aged only for several ageing times using three different methods for processing TG - DTG data.

Further confirmation of this conclusion was obtained by observing the E a trends obtained using each of the three calculation methods described herein but referring to the TG-DTG curves shown in Fig.

Comprehensive Chemical Kinetics

As shown in Fig. Here the anomaly observed for the E a value of the non irradiated sample of extra-strong paper does not occur. This amounts to a definitive confirmation that this anomaly is to be attributed to the non irradiated sample and not to the computation method used. Lastly, the decrease in the total water content in aged, in comparison with non aged, paper samples, detected by us using TG measurements see Fig.

Our thermogravimetric method findings actually seem to be in good agreement with the results of NMR studies on several paper samples [ 15 - 17 ].

These studies demonstrated that water is wholly bound to the cellulose lattice, but only semi-crystalline fibrous cellulose is rich in water, while the amorphous variety has a low water content. On the other hand, comparative NMR measurement also of the total water amount in paper samples revealed a different degree of degradation linked to total water variation. It was thus possible to conclude that the loss of water is associated with increasing cellulose degradation of polymorphs, which, in turn, may be associated with the increase in the amorphous fraction.

Moreover, the results of NMR measurements agree with those obtained using the SANS method [ 18 ], that is, in both cases clusters or microdomains in which the highest concentration of water contained in the aged paper samples were detected.


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The apparatus was equipped with 8 mercury lamps 40 W each able to simulate sunlight perfectly up to nm. Samples of extra-strong paper for photocopiers and laser printers white paper for office photocopiers, Copy blu, Code - 6IN - format 21x For the purpose of performing thermogravimetric experiments, from each extra-strong paper sample 5 small circular disks 5. The diskettes were then placed in a special cylindrical alumina crucible, 0.

In this case all the paper samples were minced finely before analysis. The size of individual paper fragments was of the order of 1. In the course of artificial ageing in the weatherometer, Fabriano paper samples were taken at several irradiation times up to a maximum of hours. The kinetic study of the reactions undergone by a compound in the solid state is generally based on the following relation:.

The explicit dependence of the reaction constant on temperature is obtained by expressing the kinetic constant k using the Arrhenius equation:. From the slope and intercept of the regression straight lines described in equations 6 and 7 the values of the activation energy and the pre-exponential factor may be calculated. The model functions reported in literature [ 21 ] and selected in previous papers for similar cellulosic samples [ 10 ] are denoted by the symbols A Avrami-Erofeev models and F n th -order decay models.

Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)
Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics) Reactions in the Solid State: 22 (Comprehensive Chemical Kinetics)

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