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Temperature change reaction extent

First of all, if the reaction is exothermic and if heat transfer is unable to remove all of the liberated heat, then the temperature of the reacting fluid will rise as conversion rises. By similar arguments, for endothermic reactions the fluid cools as conversion rises. Let us relate this temperature change with extent of conversion. [Pg.220]

The reaction kinetics depend on the local values of temperature and residence time in turn, their evolution changes the viscosity of the material, which affects the flow characteristics. To handle this interdependence, Vergnes and Berzin [167] developed a procedure that consists in performing an initial simulation of the flow in the extruder, to estimate the residence times, temperatures, and reaction extents. [Pg.347]

However, the question must always be asked as to whether these processes could have taken place on the primordial Earth in its archaic state. The answer requires considerable fundamental consideration. Strictly speaking, most of the experiments carried out on prebiotic chemistry cannot be carried out under prebiotic conditions , since we do not know exactly what these were. In spite of the large amount of work done, physical parameters such as temperature, composition and pressure of the primeval atmosphere, extent and results of asteroid impacts, the nature of the Earth s surface, the state of the primeval ocean etc. have not so far been established or even extrapolated. It is not even sure that this will be possible in the future. In spite of these difficulties, attempts are being made to define and study the synthetic possibilities, on the basis of the assumed scenario on the primeval Earth. Thus, for example, in the case of the SPREAD process, we can assume that the surface at which the reactions occur could not have been an SH-containing thiosepharose, but a mineral structure of similar activity which could have carried out the necessary functions just as well. The separation of the copy of the matrix could have been driven by a periodic temperature change (e.g., diurnal variation). For his models, H. Kuhn has assumed that similar periodic processes are the driving force for some prebiotic reactions (see Sect. 8.3). [Pg.161]

An increase in process temperature changes the reaction rates and hence the overall kinetics of more evolved electrochemical reactions that are composed of charge transfer and chemical steps to a sizable extent. For hydro-... [Pg.144]

Supplementary points that relate to Fig. 6.5 are (i) whether or not, the maximum rate of pressure change is a useful practical parameter for the interpretation of the reaction rate under non-isothermal conditions, and (ii) whether or not, the range of vessel temperatures within which the ntc is found to exist from pressure measurements is a satisfactory representation even if there is some quantitative discrepancy from the rate of reactant consumption. The correction term in equation (6.9) may not be negligible, and it is certainly not constant, since it is known that the intervention of temperature change during the autocatalytic oxidation of alkanes causes the maximum rate of reactant consumption to occur at increasing extents of reaction [38, 39]. [Pg.555]

The simplest flow systems, namely laminar flow tubes operated at atmospheric pressure, were used in some of the earliest chemical studies of hydrocarbon oxidation [4, 28, 53]. In this type of application, pre-mixed gaseous fuel and air flowed through a heated tube and the products were collected at the outflow under stationary-state conditions. Product compositions were analyzed and extents of reaction were deduced. Even in these earliest studies, the possibility of temperature changes owing to exothermic oxidation were noted and in some cases mildly explosive reaction , probably cool-flames, were detected [4]. [Pg.563]

It is possible to change the extent to which a reaction proceeds by changing the temperature. Since AG T = —Rln K, the temperature dependence of the equilibrium constant follows directly from the Gibbs-Helmholz equation (12)... [Pg.180]

Temperature. The catalyst activity is quite sensitive to temperature changes. As temperature increases, the catalyst activity and the ethylene conversion increase. However, the selectivity to butene-1 production is adversary affected through the increase in by-product, mainly hexenes formation. Another undesirable effect of temperature increase is the extent of polymer formation. The optimum reaction temperature range is generally between 50 to 60°C [141. [Pg.520]

Equation 5.2.40 relates changes in the temperature to the extents of the independent reactions in adiabatic operations. [Pg.144]

The second point concerns changing reaction order. The order may change in the course of the reaction, for instance because one of the reactants or intermediates becomes consumed, thereby leading to a different mix of products and another reaction step dominating the order. This may make it difficult to predict the extent of a reaction after various reaction times from only a few analytical data, the more so since the relation may vary with temperature. [Pg.100]

The extent to which endothermic or exothermic reactions of the sample will cause sample temperature to deviate from a linear temperature change (the larger the sample mass is, the greater the deviation is). [Pg.27]

Temperature dependence equations for pK and pK values show the importance of good temperature control during pH meter calibration as well as in measurements. To a greater or lesser extent, all acid-base reactions vary with temperature. The effect of temperature changes for equilibrium reactions are closely described by the Valentiner-Lannung equation [80-82] ... [Pg.31]

Figure 6.13 The temporal change of the solution temperature and the reaction extent of the thermal decomposition (left). The time when solution temperature just reached 320°C is set as zero (t = 0) and indicated by a vertical dotted line. The TEM images of the nanocrystals in the solution at different times of aging at 320°C are shown (right). All scale bars are 20 nm. Figure 6.13 The temporal change of the solution temperature and the reaction extent of the thermal decomposition (left). The time when solution temperature just reached 320°C is set as zero (t = 0) and indicated by a vertical dotted line. The TEM images of the nanocrystals in the solution at different times of aging at 320°C are shown (right). All scale bars are 20 nm.
Pulse thermal analysis (PulseTA ) [1] eliminates, or at least reduces, the difficulties mentioned above. PulseTA is based on the injection of a specific amount of the gases or liquids into the inert carrier gas stream and subsequent monitoring of changes in the mass, enthalpy and gas composition, resulting from the incremental reaction extent. Because a known amount of the selected gas, which can be used for calibration, is injected into the system, the method is also suitable for quantification of the evolved gas by mass spectrometry (MS) or Fourier transform infrared spectroscopy (FTTR). In contrast to conventional TA and all its modifications, the reaction is controlled not only by the temperature, but also by a distinct change in the composition of the reactive atmosphere. [Pg.93]


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See also in sourсe #XX -- [ Pg.349 ]




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