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Title of Journal: J Math Chem

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Abbravation: Journal of Mathematical Chemistry

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Springer Netherlands

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DOI

10.1007/s12479-013-0089-5

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ISSN

1572-8897

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Optimal inputs and sensitivities for parameter est

Authors: Lili Lu
Publish Date: 2009/09/18
Volume: 47, Issue: 3, Pages: 1154-1176
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Abstract

The paper presents optimal parametric sensitivity control design for estimation of parameters in bioreactors We investigate the law of optimal parametric sensitivity control for the model of a single species for microbial growth on a single substrate The nonlinear model is proposed and is shown to be structurally identifiable given its input On the purpose of the estimation of the structural parameters the maximum specific growth rate μ max and the halfsaturation coefficient K we find out that an increase in the concentration of the system state results in the improvement of the exactness and the reliability of the parametric estimation through the theoretical analysis and numerical simulations


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  9. Surface tension and Laplace pressure in triangulated surface models for membranes without fixed boundary
  10. Proof of the Fukui conjecture via resolution of singularities and related methods. IV
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  13. Kinetic analysis of the mechanism of plasminogen activation by streptokinase
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  15. Repeat Space Theory Applied to Carbon Nanotubes and Related Molecular Networks. I
  16. Global Forcing Number of Benzenoid Graphs
  17. A Novel Lu Index to QSPR Studies of Aldehydes and Ketones
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