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We present a mathematical model which describes the conversion of a gas fuel, or pollutant, inside a catalytic converter. After indicating how radiative heat effects can be described using a nonlinear diffusion term, we then show that including radiation in the model does not alter the qualitative behavior of steady state solutions. However, it does reduce both the maximum solid temperature and the region of parameter space in which optimal operation of the system-complete conversion of the gaseous fuel-occurs.

Type

Conference paper

Publication Date

10/1996

Volume

24

Pages

89 - 94

Keywords

RADIATION, nonlinear diffusion, STEADY-STATE SOLUTIONS