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Control of fed-batch bioreactors. Part II

Velut, Stéphane LU and Hagander, Per LU (2005) In Nonlinear and adaptive control: theory and applications for the users
Abstract
This chapter addresses the control of glucose feeding in fed-batchreactors. The feeding strategy is based on a pulse technique, whichdoes not require a priori knowledge of the process. A feedbackalgorithm optimizes the feed rate with respect to the constraints ofaerobic conditions and overfeeding. Stability and performance analysisare performed on a simplified model of the reactor, using standard LMIoptimization routines. Tuning guidelines that help the user for thedesign are also derived.
Please use this url to cite or link to this publication:
author
organization
publishing date
type
Chapter in Book/Report/Conference proceeding
publication status
published
subject
in
Nonlinear and adaptive control: theory and applications for the users
editor
Astolfi, Alessandro
publisher
Imperial College Press
ISBN
1-86094-617-8
language
English
LU publication?
yes
id
e9580671-ffce-4677-bb53-ab1bf760f30f (old id 535666)
date added to LUP
2007-09-26 15:28:21
date last changed
2016-04-16 09:26:10
@misc{e9580671-ffce-4677-bb53-ab1bf760f30f,
  abstract     = {This chapter addresses the control of glucose feeding in fed-batchreactors. The feeding strategy is based on a pulse technique, whichdoes not require a priori knowledge of the process. A feedbackalgorithm optimizes the feed rate with respect to the constraints ofaerobic conditions and overfeeding. Stability and performance analysisare performed on a simplified model of the reactor, using standard LMIoptimization routines. Tuning guidelines that help the user for thedesign are also derived.},
  author       = {Velut, Stéphane and Hagander, Per},
  editor       = {Astolfi, Alessandro},
  isbn         = {1-86094-617-8},
  language     = {eng},
  publisher    = {ARRAY(0x8e9cfa8)},
  series       = {Nonlinear and adaptive control: theory and applications for the users},
  title        = {Control of fed-batch bioreactors. Part II},
  year         = {2005},
}