The paper deals with a distributed parameter system related to the so-called fixed-bed bioreactor. The original nonlinear partial differential system is linearized around the steady state. We find that the linearized system is not exactly controllable but it is approximatively controllable when certain algebraic equations hold. We apply frequency-domain methods (transfer function analysis) to consider a related output track-ing problem. The input-output system can be formulated as a transla-tion invariant pseudodifferential equation. A simulation shows that the calculation scheme is stable. An idea to use frequency-domain methods and certain pseudodifferential operators for parametrization of control systems of more general systems is point...
The dynamic behavior of open- and closed-loop continuous bioreactors for cultures of substrate-inhib...
Mec6313 Commande robuste des systèmes dynamiques Semester Project Abstract: Biological systems usua...
A two-time-scale system demonstrates both fast and slow dynamic properties. Modeling this type of sy...
The paper deals with a distributed parameter system related to the so-called fixed-bed bioreactor. T...
This paper deals with the dynamical modelling, the control and the state observability analysis of d...
This paper proposes to extend the dynamical analysis results on chemical tubular reactors presented ...
A bilinear system model of a continuous tank reactor from a biotechnology application (F. Mandenius ...
International audienceThe fixed bed bioreactor is modelised by a non linear hyperbolic system of par...
The decoupling and synthesis problem for bioreactor models are investigated. A non-standard canonica...
A framework for the output tracking of nonlinear nonminimum phase systems is presented. The control ...
It is well-known that there are no general approaches for observer and controller design for nonline...
The activated sludge process can be modelled by ordinary and partial differential equations for the ...
This paper is concerned with the design and real-life application of observers and control algorithm...
Design of controllers and optimization of plants using biofilm reactors require dynamic models and e...
A model-based robust control scheme is applied to a continuous bioreactor operating in an non statio...
The dynamic behavior of open- and closed-loop continuous bioreactors for cultures of substrate-inhib...
Mec6313 Commande robuste des systèmes dynamiques Semester Project Abstract: Biological systems usua...
A two-time-scale system demonstrates both fast and slow dynamic properties. Modeling this type of sy...
The paper deals with a distributed parameter system related to the so-called fixed-bed bioreactor. T...
This paper deals with the dynamical modelling, the control and the state observability analysis of d...
This paper proposes to extend the dynamical analysis results on chemical tubular reactors presented ...
A bilinear system model of a continuous tank reactor from a biotechnology application (F. Mandenius ...
International audienceThe fixed bed bioreactor is modelised by a non linear hyperbolic system of par...
The decoupling and synthesis problem for bioreactor models are investigated. A non-standard canonica...
A framework for the output tracking of nonlinear nonminimum phase systems is presented. The control ...
It is well-known that there are no general approaches for observer and controller design for nonline...
The activated sludge process can be modelled by ordinary and partial differential equations for the ...
This paper is concerned with the design and real-life application of observers and control algorithm...
Design of controllers and optimization of plants using biofilm reactors require dynamic models and e...
A model-based robust control scheme is applied to a continuous bioreactor operating in an non statio...
The dynamic behavior of open- and closed-loop continuous bioreactors for cultures of substrate-inhib...
Mec6313 Commande robuste des systèmes dynamiques Semester Project Abstract: Biological systems usua...
A two-time-scale system demonstrates both fast and slow dynamic properties. Modeling this type of sy...