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  5. Mathematical model of chemostat functioning with regards to controlling influence

Mathematical model of chemostat functioning with regards to controlling influence

O.N. Voskoboynik, S.N. Gerasin, N.A. Matiychenko
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A mathematical coexistence model of two kinds of populations in ductal Michaelis-Menten chemostate was introduced. The case when incoming flow of nutritious substratum is constant was investigated and all the stationary states of such system were defined.
Keywords: chemostate, Michaelis-Menten model, incoming flow control, stationary states