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The effect of algebraic equations on the stability of process systems modelled by differential algebraic equations

DOI: 10.1016/s1570-7946(03)80224-9
  • Mathematics


Abstract The effect of the algebraic constitutive equations on local stability of lumped process models is investigated in this paper using local linearization and eigenvalue checking. Case studies are used to systematically show the influence of algebraic equations on the open loop local stability of process systems using illustrative examples of a continuous fermentation process model and a countercurrent heat exchanger.

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