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Talk abstract:
Model Reduction for Nonlinear Dynamical Systems from Chemical Kinetics
Linda Petzold, University of California-Santa Barbara
The kinetics of a detailed chemically reacting system can potentially
be very complex. Although the chemist may be interested in only a few
species, the reaction model almost always involves a much larger
number of species. Some of these species are referred to as radicals.
These are highly reactive species (usually of low concentration) which
can be important intermediaries in the reaction scheme. A large
number of elementary reactions can occur amoung the species; some of
these reactions are fast and some are slow. The aim of simplified
kinetics modeling is to derive the simplest reaction system which
retains the essential features of the full system. In this lecture we
describe an optimization-based method for reduction of the number of
species and reactions in chemical kinetics models. Numerical results
for several reaction mechanisms are given which illustrate the
potential of this approach.
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