Exact solution of a nonlinear boundary value problem of the theory of chemical reactors
An exact solution is obtained for a nonlinear boundary value model problem of stationary concentration distribution in a one-dimensional tubular isothermal chemical reactor with longitudinal stirring, in which a single chemical reaction takes place. It is show that depending on the values of the problem parameters there are either no stationary modes, a single or two different stationary modes. Regular and singular perturbation methods are used to construct the asymptotic solutions of the problem, and the latter are compared with the exact solutions.
one-dimensional tubular isothermal chemical reactor
scientific article; zbMATH DE number 3887513