课程学分/学时
Course Credit/Hours
Chemical kinetics and dynamics remains one of the most exciting areas in modern chemistry. A student that
successfully completes this course will develop skills in methods that allow the quantitative description of
chemical change. While many portions of the undergraduate chemistry curriculum emphasize descriptive
and qualitative treatments, the present course develops a much more mathematical and computational
formulation. Students will learn to construct predictive models that describe the time evolutions of chemical
concentrations and other attributes of kinetic systems including ab initio theories of rate coefficients. In
addition, this class emphasizes traditional mass action kinetics and statistical rate theories as well as
molecular dynamics with emphasis on modern physical chemistry methods for examining molecular
processes.
A student completing this course will learn to (1) compute the rates of chemical reactions using ab initio
data using statistical theories of reaction, transition state theory and RRKM theory, (2) analyse the
behaviour of complex reaction networks using methods such as sensitivity analysis, (3) construct kinetic
models to represent problems of interest in physical chemistry and catalysis, (4) role of molecular beam and
laser technologies in researching the processes of energy transfer, chemical reaction, and photodissociation.
The course will not emphasize the mathematical treatment of collisions. Instead, the students will learn a
more physically oriented view that allows the outcome of various processes to be predicted using simple
models.
Mass action kinetics. The construction of rate laws for elementary reactions
in gas phase systems is discussed. The structure of kinetic equations for multi-
step chemical mechanisms is presented including the role of conservation laws
and micro-reversibility. Approximate solutions of the kinetic equations using
the quasi-steady state approximation is presented. Network analysis and
sensitivity analysis is discussed for complex mechanisms. Models for chain
branching chemical reactions are presented. (4 credit hours)
Evaluation of rate coefficients. Transition State Theory is derived for
bimolecular chemical reactions. A brief review of statistical thermodynamics,
kinetic theory of gases, and potential energy surfaces is presented as a
necessary introduction to the formalism. Additional topics of discussion
include the theory of quantum tunnelling, isotope effects, and thermodynamics
formulation. (4 credit hours)