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CONTENTSFront MatterCourse UnitsI. Chemical Reactions
II. Chemical Reaction Kinetics
A. Rate Expressions
B. Kinetics Experiments
C. Analysis of Kinetics Data
III. Chemical Reaction Engineering
A. Ideal Reactors
B. Perfectly Mixed Batch Reactors
C. Continuous Flow Stirred Tank Reactors
D. Plug Flow Reactors
E. Matching Reactors to Reactions
IV. Non-Ideal Reactions and Reactors
A. Alternatives to the Ideal Reactor Models
B. Coupled Chemical and Physical Kinetics
Supplemental Units |
Unit 6. Reaction MechanismsThis website provides learning and teaching tools for a first course on kinetics and reaction engineering. The course is divided into four parts (I through IV). Here, in Part II of the course, the focus is on chemical reaction kinetics, and more specifically, on rate expressions, which are mathematical models of reaction rates. As you progress through Part II, you will learn how rate expressions are generated from experimental kinetics data. This first section of Part II of the course focuses upon the selection of an equation to be tested as a rate expression. The equation to be tested can be chosen simply for its mathematical convenience. Alternatively, theory can be used to select the mathematical form of the equation to be tested. For some reactions, theory can be applied directly. In other cases the reaction must be described in terms of a group of reactions that comprise what is known as a reaction mechanism. In the latter case theory can be applied to the reactions in the mechanism which are then combined to get the mathematical form of the equation to be tested. Most of the time, the balanced equation for a chemical reaction does not reveal the actual process that takes place at the molecular level. Instead, it simply conveys the net effect of a set of different elementary reactions that actually occur at the molecular level. This group of elementary reactions is collectively referred to as the reaction mechanism. In other words, when a reaction mechanism occurs at the molecular level, it appears, from a macroscopic perspective, that a single (non-elementary) reaction is taking place. As a consequence, it is possible to generate a rate expression for the single reaction that appears to be taking place, even though it never actually occurs at the molecular level. If the underlying reaction mechanism is known, it can be used to generate the mathematical form of the rate expression for the apparent, macroscopically observed reaction. Unit 6 describes how to do this. Learning Resources
Teaching Resources
Practice Problems1. The formation of phosgene appears macroscopically to take place according to reaction (1a) below. It has been suggested that this reaction does not take place at the molecular level, and that instead the actual events taking place are given by reactions (1b), (1c) and (1d). Determine whether this is a chain reaction mechanism, and if it is, classify each of the mechanistic steps as initiation/termination, propagation, chain branching or chain transfer. Then show that there is a linear combination of the mechanistic steps that is equal to the macroscopically observed non-elementary reaction and write an expression for the rate of reaction (1a) with respect to Cl2, based on the mechanism.
(Problem Statement as .pdf file)
2 (Problem Statement as .pdf file) 3. Reaction (3a) is non-elementary; it has been proposed to occur via the mechanism consisting of reactions (3b) through (3e). Show that this is a valid mechanism and write an expression for the rate of reaction (3a) with respect to I2.
(Problem Statement as .pdf file) |