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Rate law integration

Order Reaction and Rate Law Integrated Rate Law Plot... [Pg.188]

First-Order Integrated Rate Laws Integration of a first-order rate law... [Pg.158]

After stopping the initiation process no new free radicals are available and the concentration decreases according to a second-order rate law. Integration of... [Pg.6950]

Types of Rate Laws Determining the Form of the Rate Law Method of Initial Rates Half-Life of a First-Order Reaction Second-Order Rate Laws Zero-Order Rate Laws Integrated Rate Laws for Reactions with More Than One Reactant 12.7 Catalysis Heterogeneous Catalysis Homogeneous Catalysis... [Pg.552]

Second-order rate law Integration with limits ... [Pg.216]

Here we consider uni- and bimolecular reactions yielding tln-ee different combinations. The resulting rate laws can all be integrated in closed fonn. [Pg.785]

The Landolt reaction (iodate + reductant) is prototypical of an autocatalytic clock reaction. During the induction period, the absence of the feedback species (Irere iodide ion, assumed to have virtually zero initial concentration and fomred from the reactant iodate only via very slow initiation steps) causes the reaction mixture to become kinetically frozen . There is reaction, but the intemiediate species evolve on concentration scales many orders of magnitude less than those of the reactant. The induction period depends on the initial concentrations of the major reactants in a maimer predicted by integrating the overall rate cubic autocatalytic rate law, given in section A3.14.1.1. [Pg.1097]

Although the rate law for the reaction is known, there is no simple integrated form. We can simplify the rate law for the reaction by restricting measurements to the... [Pg.624]

The integrated form of the rate law for equation 13.4, however, is still too complicated to be analytically useful. We can simplify the kinetics, however, by carefully adjusting the reaction conditions. For example, pseudo-first-order kinetics can be achieved by using a large excess of R (i.e. [R]o >> [A]o), such that its concentration remains essentially constant. Under these conditions... [Pg.625]

Several additional approaches for analyzing mixtures have been developed that do not require such a large difference in rate constants.Because both A and B react at the same time, the integrated form of the first-order rate law becomes... [Pg.641]

In this section we review the application of kinetics to several simple chemical reactions, focusing on how the integrated form of the rate law can be used to determine reaction orders. In addition, we consider how rate laws for more complex systems can be determined. [Pg.751]

Proceeding in the same manner as for a first-order reaction, the integrated form of the rate law is derived as follows... [Pg.752]

Demonstrating that a reaction obeys the rate law in equation A5.11 is complicated by the lack of a simple integrated form of the rate law. The kinetics can be simplified, however, by carrying out the analysis under conditions in which the concentrations of all species but one are so large that their concentrations are effectively constant during the reaction. For example, if the concentration of B is selected such that [B] [A], then equation A5.11 simplifies to... [Pg.753]

Equation (5.11) is the differential form of the rate law which describes the rate at which A groups are used up. To test a proposed rate law and to evaluate the rate constant it is preferable to work with the integrated form of the rate law. The integration of Eq. (5.11) yields different results, depending on whether the concentrations of A and B are the same or different ... [Pg.283]

The deomposition of AIBN in xylene at 77°C was studiedt by measuring the volume of N2 evolved as a function of time. The volumes obtained at time t and t = 00, are and, respectively. Show that the manner of plotting used in Fig. 6.1 is consistent with the integrated first-order rate law and evaluate k j. [Pg.355]

Flooding and Pseudo-First-Order Conditions For an example, consider a reaction that is independent of product concentrations and has three reagents. If a large excess of [BJ and [CJ are used, and the disappearance of a lesser amount of A is measured, such flooding of the system with all components butM permits the rate law to be integrated with the assumption that all concentrations are constant except A. Consequentiy, simple expressions are derived for the time variation of A. Under flooding conditions and using equation 8, if x happens to be 1, the time-dependent concentration... [Pg.508]

Level 1 in the ehart indieates that when the reaetion rate law is known, the integral method of analysis may be used after performing an experiment to evaluate the speeifie reaetion rate. This proeedure... [Pg.164]

If the PBR is less than unity, the oxide will be non-protective and oxidation will follow a linear rate law, governed by surface reaction kinetics. However, if the PBR is greater than unity, then a protective oxide scale may form and oxidation will follow a reaction rate law governed by the speed of transport of metal or environmental species through the scale. Then the degree of conversion of metal to oxide will be dependent upon the time for which the reaction is allowed to proceed. For a diffusion-controlled process, integration of Pick s First Law of Diffusion with respect to time yields the classic Tammann relationship commonly referred to as the Parabolic Rate Law ... [Pg.965]


See other pages where Rate law integration is mentioned: [Pg.5]    [Pg.141]    [Pg.112]    [Pg.577]    [Pg.269]    [Pg.590]    [Pg.390]    [Pg.564]    [Pg.5]    [Pg.141]    [Pg.112]    [Pg.577]    [Pg.269]    [Pg.590]    [Pg.390]    [Pg.564]    [Pg.784]    [Pg.624]    [Pg.625]    [Pg.626]    [Pg.641]    [Pg.659]    [Pg.752]    [Pg.284]    [Pg.289]    [Pg.508]    [Pg.508]    [Pg.252]    [Pg.254]   
See also in sourсe #XX -- [ Pg.499 , Pg.500 , Pg.501 ]




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