Structural multiplicity and redundancy in chemical process synthesis with MINLP

Tivadar Farkas, Endre Rev, Zoltan Lelkes

Research output: Article

Abstract

How easy the solution of an MINLP model of a superstructure is usually analyzed according to the shape (linearity, convexity, relaxation, etc) of the equations, see e.g. Grossmann (1996). Here relations between the (super)structures and their MINLP representation are studied. In order to analyze this relation, we have defined ideal MINLP and binarily minimal MINLP representations. The effect of ideality and the number of binary variables on the solution time are compared on test examples. The first example is the synthesis problem of Kocis and Grossmann (1987). An ideal and, in the same time, binarily minimal MINLP representation has been constructed and solved. The second example is the membrane train of an industrial ethanol dehydration problem (Lelkes et al., 2000). The representations, solved on a Sun Sparc station using GAMS DICOPT++ solver, are compared according to the maximal size of solvable problems.

Original languageEnglish
Pages (from-to)403-408
Number of pages6
JournalComputer Aided Chemical Engineering
Volume18
Issue numberC
DOIs
Publication statusPublished - dec. 1 2004

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ASJC Scopus subject areas

  • Chemical Engineering(all)
  • Computer Science Applications

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