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EDP-convergence for nonlinear fast–slow reaction systems with detailed balance*
2021
Nonlinearity
We consider nonlinear reaction systems satisfying mass-action kinetics with slow and fast reactions. It is known that the fast-reaction-rate limit can be described by an ODE with Lagrange multipliers and a set of nonlinear constraints that ask the fast reactions to be in equilibrium. Our aim is to study the limiting gradient structure which is available if the reaction system satisfies the detailed-balance condition. The gradient structure on the set of concentration vectors is given in terms
doi:10.1088/1361-6544/ac0a8a
fatcat:gsbjs2tzjjgv3pozussqnlplsy