International audienceThis paper proposes closed loop controls for microorganisms in the chemostat, which make it possible to select species with fastest growth rate in chosen environmental conditions. In particular, by controlling the dilution rate and the input substrate concentration, it is possible to select a species which maximizes a criterion. In a first step a control is proposed for Monod's and Droop's models in order to regulate the total biomass concentration. We show that this causes the selection of the fastest growing species if the system has a periodic behavior. Then we propose a way of achieving periodic stresses, and of selecting the species with maximal potential growth rate. Finally, the method is simulated using Droop's...
In this work, we study the problem of maximizing microbial production within a continuous stirred-ta...
The variant of solving the problem of optimal control of biomass selection from the apparatus using ...
We study a chemostat model with an arbitrary number of competing species, one substrate, and constan...
International audienceThis paper proposes closed loop controls for microorganisms in the chemostat, ...
International audienceIn this paper, we investigate the problem of species separation in minimal tim...
International audienceIn this paper, we tackle the problem of microalgae selection in a continuous p...
International audienceWe investigate a minimal-time control problem in a chemostat continuous photo-...
International audienceWe consider the chemostat model with the substrate concentration as the single...
International audienceIn this work, we study a two species chemostat model with one limiting substra...
International audienceIn this work, we study a minimal time control problem for a perfectly mixed co...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
International audienceThis work addresses the problem of robust stabilization of the concentrations ...
International audienceWe study a chemostat model with an arbitrary number of competing species, one ...
In this paper, we consider the chemostat system with n ≥ 1 species, one limiting substrate, and muta...
International audienceIn nature, microorganisms are continuously facing nutrient availability change...
In this work, we study the problem of maximizing microbial production within a continuous stirred-ta...
The variant of solving the problem of optimal control of biomass selection from the apparatus using ...
We study a chemostat model with an arbitrary number of competing species, one substrate, and constan...
International audienceThis paper proposes closed loop controls for microorganisms in the chemostat, ...
International audienceIn this paper, we investigate the problem of species separation in minimal tim...
International audienceIn this paper, we tackle the problem of microalgae selection in a continuous p...
International audienceWe investigate a minimal-time control problem in a chemostat continuous photo-...
International audienceWe consider the chemostat model with the substrate concentration as the single...
International audienceIn this work, we study a two species chemostat model with one limiting substra...
International audienceIn this work, we study a minimal time control problem for a perfectly mixed co...
International audienceWe propose a model of competition of nn species in a chemostat, with constant ...
International audienceThis work addresses the problem of robust stabilization of the concentrations ...
International audienceWe study a chemostat model with an arbitrary number of competing species, one ...
In this paper, we consider the chemostat system with n ≥ 1 species, one limiting substrate, and muta...
International audienceIn nature, microorganisms are continuously facing nutrient availability change...
In this work, we study the problem of maximizing microbial production within a continuous stirred-ta...
The variant of solving the problem of optimal control of biomass selection from the apparatus using ...
We study a chemostat model with an arbitrary number of competing species, one substrate, and constan...