Optimal operation policies were investigated for a~batch reactor system with two different operation stages. At the end of the first nonisothermal stage one of the reactants was added. Since that moment the reactor was operated isothermally. In each stage behavior of the reactor was described by a set of differential equations. The maximum conversion problem was investigated subject to various operating constraints. Dynamic optimization based on the control vector parametrization was used to find the optimal control profile. Gradients of the resulting nonlinear programming problem were obtained by adjoint method based on the optimal control theory.
| author | = | {T. Hirmajer and M. Fikar}, |
| title | = | {Optimal Control of a Two-Stage Reactor System}, |
| journal | = | {Chemical Papers}, |
| year | = | {2006}, |
| volume | = | {60}, |
| number | = | {5}, |
| pages | = | {381-387}, |
| annote | = | {Optimal operation policies were investigated for a~batch reactor system with two different operation stages. At the end of the first nonisothermal stage one of the reactants was added. Since that moment the reactor was operated isothermally. In each stage behavior of the reactor was described by a set of differential equations. The maximum conversion problem was investigated subject to various operating constraints. Dynamic optimization based on the control vector parametrization was used to find the optimal control profile. Gradients of the resulting nonlinear programming problem were obtained by adjoint method based on the optimal control theory.}, |
| url | = | {https://www.uiam.sk/assets/publication_info.php?id_pub=329} |