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Reaction calculation

The flux-flux expression and its extensions have been used to calculate reaction probabilities for several important reactions, including H2+02 H + H2O, by explicit calculation of the action of G in a grid representation with absorbmg potentials. The main power of the flux-flux fomuila over the long mn will be the natural way in which approximations and semi-classical expressions can be inserted into it to treat larger systems. [Pg.2303]

Czerminski R and R Elber 1990. Self-A voiding Walk Between 2 Fixed-Points as a Tool to Calculate Reaction Paths in Large Molecular Systems. International Journal of Quantum Chemistry 824 167-186. [Pg.315]

Another method for determining rate law parameters is to employ a search for those parameter values that minimize the sum of the squared difference of measured reaction rate and the calculated reaction rate. In performing N experiments, the parameter values can be determined (e.g., E, Cg, Cj, and C2) that minimize the quantity ... [Pg.173]

K = number of parameters to be determined = measured reaction rate for run i 1 = calculated reaction rate for run i... [Pg.173]

Experimental observations indicate that acid strength significantly affects the reaction rate. For example, sulfuric acid promotes nucleophilic substitution of alcohols by bromide, but acetic acid does not. How would a change in acid strength affect your calculated reaction energies ... [Pg.92]

It should be noted that the experimental activation enthalpy for the Diels-Alder reaction is 33 kcal/mol (estimated from the reverse reaction and the experimental reaction energy i.e. the MP2/6-31G(d) value is 14kcal/mol too low. Similarly, the calculated reaction energy of —47 kcal/mol is in rather poor agreement with the... [Pg.304]

The production of ammonia is of historical interest because it represents the first important application of thermodynamics to an industrial process. Considering the synthesis reaction of ammonia from its elements, the calculated reaction heat (AH) and free energy change (AG) at room temperature are approximately -46 and -16.5 KJ/mol, respectively. Although the calculated equilibrium constant = 3.6 X 108 at room temperature is substantially high, no reaction occurs under these conditions, and the rate is practically zero. The ammonia synthesis reaction could be represented as follows ... [Pg.144]

Strategy To find the order of the reaction with respect to (CH3)3CBr, choose two experiments, perhaps 1 and 3, where [OH-] is constant. A similar approach can be used to find n compare experiments 2 and 5, where [(CH3)3CBr] is constant. To write the rate expression, use the calculated reaction orders. [Pg.291]

Characteristic of most equations for surface-controlled kinetics, as opposed to diffusion-controlled kinetics, are a number of partial pressure terms, often to high powers. When large changes in partial pressures are made, differences between the observed and the calculated reaction can easily equal a factor of 1000 or more. When diffusion-type kinetics are used, one seldom finds differences exceeding a factor of two or three. While this may not seem very accurate, comparison of the two methods is rather startling. [Pg.76]

Method of calculation Reaction system (Villa) Al/As Reaction system (VUIb) Sbj/Bi... [Pg.40]

There is also no significant influence of statistic thermodynamical calculations on the reaction parameters. That can be seen in the Tables 3 and 4. In Table 4 the calculated reaction enthalpies and free reaction enthalpies are faced with experimental values estimated by means of thermochemical methods. [Pg.187]

Should a complete potential energy surface be subjected to outer and inner effects, then a new potential energy surface is obtained on which the corresponding rection paths can be followed. This is described in part 4.3.1 by the example of the potential energy surface of the system C2H5+ jC2H4 under solvent influence. After such calculations, reaction theory assertions concerning the reaction path and the similarity between the activated complex and educts or products respectively can be made. [Pg.193]

Fig. 17. Scheme of the reaction alternatives in the cationic homopolymerization of ethene with the calculated reaction enthalpies AH° (kJ mol 1) in the gas phase (values above) and in solution (CH2C12 values below)... [Pg.230]

Developments in the synthesis and characterization of stable silylenes (RiSi ) open a new route for the generation of silyl radicals. For example, dialkylsilylene 2 is monomeric and stable at 0 °C, whereas N-heterocyclic silylene 3 is stable at room temperature under anaerobic conditions. The reactions of silylene 3 with a variety of free radicals have been studied by product characterization, EPR spectroscopy, and DFT calculations (Reaction 3). EPR studies have shown the formation of several radical adducts 4, which represent a new type of neutral silyl radicals stabilized by delocalization. The products obtained by addition of 2,2,6,6-tetramethyl-l-piperidinyloxy (TEMPO) to silylenes 2 and 3 has been studied in some detail. ... [Pg.121]

Benzyne shares a feature with A in the [2+2] cycloaddition reactions. The HOMO-LUMO interaction prefers the three-centered interaction (Scheme 4) [115]. This is in agreement with the calculated reaction path [116]. [Pg.44]

Chapter 7 has two goals. The first is to show how reaction rate expressions, SI a, b,..., T), are obtained from experimental data. The second is to review the thermodynamic underpinnings for calculating reaction equilibria, heats of reactions and heat capacities needed for the rigorous design of chemical reactors. [Pg.209]

Entropy changes are important in every process, but chemists are particularly interested in the effects of entropy on chemical reactions. If a reaction occurs under standard conditions, its entropy change can be calculated from absolute entropies using the same reasoning used to calculate reaction enthalpies from standard enthalpies of formation. The products of the reaction have molar entropies, and so do the reactants. The total entropy of the products is the sum of the molar entropies of the products multiplied by their stoichiometric coefficients in the balanced chemical equation. The total entropy of the reactants is a similar sum for the reactants. Equation... [Pg.999]

The model-calculated reaction rates are compared to the experimental data in Table 16.11 where it can be seen that the match is quite satisfactory. Based on the six estimated parameter values, the kinetic constants (k, k2 and k3) were computed at each temperature and they are shown in Table 16.12. [Pg.293]

These authors detected the vibrational bands of reactive acrylate groups from a measuring volume of 1 pm3, and calculated reaction conversions from reactive band ratios before and after curing (see Figure 3.9). [Pg.57]

Figure 2-9. Reaction scheme for the complete catalytic cycle in glutathione peroxidase (left). Numbers represent calculated reaction barriers using the active-site model. The detailed potential energy diagram for the first elementary reaction, (E-SeH) + H2O2 - (E-SeOH) + H2O, calculated using both the active-site (dashed line) and ONIOM model (grey line) is shown to the right (Adapted from Prabhakar et al. [28, 65], Reprinted with permission. Copyright 2005, 2006 American Chemical Society.)... Figure 2-9. Reaction scheme for the complete catalytic cycle in glutathione peroxidase (left). Numbers represent calculated reaction barriers using the active-site model. The detailed potential energy diagram for the first elementary reaction, (E-SeH) + H2O2 - (E-SeOH) + H2O, calculated using both the active-site (dashed line) and ONIOM model (grey line) is shown to the right (Adapted from Prabhakar et al. [28, 65], Reprinted with permission. Copyright 2005, 2006 American Chemical Society.)...
Table 14-1. Calculated reaction free energies and barrier heights (kcal/mol) for uncatalyzed model and catalyzed transesterification reactions in solution and in the hairpin ribozyme3... Table 14-1. Calculated reaction free energies and barrier heights (kcal/mol) for uncatalyzed model and catalyzed transesterification reactions in solution and in the hairpin ribozyme3...
The application of the calculated reaction enthalpy allows us to estimate the kinetic chain length (approximately 30) and other kinetic data (reaction rate, final conversion, inhibition time) of the crosslinking reaction. The reaction rate (dx/dt) of this process is a function of the light intensity, the exposure time, of the thiol content of the system (see Fig. 1) and also of the photoinitiator used. The final degree of conversion of the double bonds is generally high (80 - 100 %). [Pg.263]

Since surface charges depend on the electrostatic potential (Eq. 4.20), Eqs. 4.20-4.22 are solved in an iterative way leading to self-consistent surface charges. At the end of this procedure, surface charges and the electrostatic potential satisfy the boundary condition specified in Eq. 4.21. In practical applications, this self-consistent procedure for calculating reaction field potential is coupled to self-consistent procedure which governs solving the Kohn-Sham equations. A special case for infinite dielectric constant outside the cavity... [Pg.111]

Donahue [37] was one of the first to discuss interactions between partial reactions in electroless systems, specifically electroless Ni with NaH2PC>2 reducing agent, where mention was made of an interaction between H2PO2 ions and the cathodic Ni2+ reduction reaction with a calculated reaction order of 0.7. Donahue also derived some general relationships that may be used as diagnostic criteria in determining if interactions exist between the partial reactions in an electroless solution. Many electroless deposition systems have been reported to not follow the MPT model. However, mention of these solutions may be best left to a discussion of the kinetics and mechanism of electroless deposition, since a study of the latter is usually necessary to understand the adherence or otherwise of an electroless solution to the MPT model. [Pg.232]

Many derivatives of quinones, cinnamic acids, and mucconic acids photodimerize in solid phases to give results 16> that in many cases are not in agreement with the general PMO rule of head-to-head reaction. However, it is clear that those reactions are controlled by topochemical effects, i.e. the geometry and proximity of the reactants in the solid phase. 135> Consequently, PMO theory will not be useful for calculating reactions of that type. [Pg.170]

The reaction rate data developed for each chemical in the tables are used to select a reactivity class as described earlier, and hence a first-order rate constant for each medium. Often these rates are in considerable doubt thus the quantities selected should be used with extreme caution because they may not be widely applicable. The rate constants kj h 1 are used to calculate reaction D values for each medium DK as V/ k,. The rate of reactive loss is then DRif mol/h. [Pg.22]

We have found that combined solid-state NMR spectroscopy and DPC results can be used to calculate reaction enthalpies which are in close agreement with Moore (15). Furthermore, we find that the degree of conversion can be significantly affected by post reaction thermal processing. We conclude that the single pulse solid-state NMR spectroscopy can provide reliable, reproducible, and quantitative information about these highly crosslinked, insoluble, polymer networks. [Pg.34]

In remembrance of the isolation of carbene 78 (Section m.C) it seems acceptable that 141, formed from 140 by a [l,2]-migration of the substituent, functions as a second intermediate. Carbene 141 can subsequently fragment into a nitrene 143 and carbon monoxide or open to an isocyanate 144, which alternatively may also be generated from an acid azide via acylnitrene 142. In comparison to calculated reaction pathways 75 78 and 82 81 (Schemes... [Pg.147]

We can use the calculated reaction rates (Fig. 26.3) to compute how rapidly quartz precipitation seals the fracture. The sealing rate, the negative rate at which fracture aperture changes, can be expressed as... [Pg.395]

Our calculated reaction path may reasonably well represent the overall reaction of pyrite as it oxidizes, but it does little to illustrate the steps that make up the reaction process. Reaction 31.2, for example, involves the transfer of 16 electrons to oxygen, the electron acceptor in the reaction, from the iron and sulfur in each FeS2 molecule. Elementary reactions (those that proceed on a molecular level), however, seldom transfer more than one or two electrons. Reaction 31.2, therefore, would of necessity represent a composite of elementary reactions. [Pg.452]


See other pages where Reaction calculation is mentioned: [Pg.2312]    [Pg.2353]    [Pg.316]    [Pg.216]    [Pg.230]    [Pg.92]    [Pg.240]    [Pg.319]    [Pg.221]    [Pg.40]    [Pg.467]    [Pg.239]    [Pg.115]    [Pg.58]    [Pg.427]    [Pg.7]    [Pg.270]    [Pg.41]    [Pg.346]    [Pg.138]    [Pg.32]   
See also in sourсe #XX -- [ Pg.233 , Pg.234 , Pg.236 , Pg.375 ]




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