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Author:
Strandberg, Per Erik (Linköping University, Department of Mathematics)
Title:
Mathematical models of bacteria population growth in bioreactors: formulation, phase space pictures, optimisation and control.
Department:
Linköping University, Department of Mathematics
Publication type:
Student thesis
Language:
English
Publisher: Matematiska institutionen
Level:
Independent thesis Basic level (professional degree)
Undergraduate subject:
Applied Mathematics
Uppsok:
fysik/kemi/matematik
Pages:
47
Year of publ.:
2004
URI:
urn:nbn:se:liu:diva-2337
Permanent link:
http://urn.kb.se/resolve?urn=urn:nbn:se:liu:diva-2337
ISRN:
LITH-MAT-EX--04/04--SE
Subject category:
Computational Mathematics
SVEP category:
Applied mathematics
Keywords(en) :
Applied mathematics, Chemostat, Continuous Stirred Tank Bioreactors, CSTR, Dynamical Systems, Mathematical Models in Biology, Biologic growth and Biologic production.
Keywords(sv) :
Tillämpad matematik
Abstract(en) :

There are many types of bioreactors used for producing bacteria populations in commercial, medical and research applications.

This report presents a systematic discussion of some of the most important models corresponding to the well known reproduction kinetics such as the Michaelis-Menten kinetics, competitive substrate inhibition and competitive product inhibition. We propose a modification of a known model, analyze it in the same manner as known models and discuss the most popular types of bioreactors and ways of controlling them.

This work summarises much of the known results and may serve as an aid in attempts to design new models.

Available from:
2004-05-13
Created:
2004-05-13
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