Steady state solutions in a model reacting flow problem |
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| Authors: | J David Logan Thomas S Shores |
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| Institution: | Department of Mathematics and Statistics , University of Nebraska , Lincoln, 68588-0323, Nebraska |
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| Abstract: | This paper examines the existence of steady state solutions in the Fickett-Majda model of detonation-combustion when heat sources are present and the chemical kinetics is governed by a single, reversible reaction. The problem reduces to studying the bifurcations of a nonlinear algebraic equation, and conditions for existence are obtained in terms of the heat release parameter and total energy of the source |
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| Keywords: | Combustion and detonation waves bifurcation steady solutions |
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