MINLP synthesis of reactor networks based on a concept of time dependent economic regions /

The use of economic criteria in the construction of an Attainable Region gives rise to the transformation of the conventional Concentration Attainable Region (CAR) into different Economic Regions (ERs). The more the objective function is discrete, nonlinear and noncom ex and the more its cost coeffi...

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Main Authors: Iršič Bedenik, Nataša. (Author), Kravanja, Zdravko. (Author)
Format: Book Chapter
Jezik:English
Teme:
Sorodne knjige/članki:Vsebovano v: European symposium on computer-aided process engineering - 15
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080 |a 66 
100 1 |a Iršič Bedenik, Nataša.   |4 aut 
245 0 0 |a MINLP synthesis of reactor networks based on a concept of time dependent economic regions /   |c N. Iršič Bedenik and Z. Kravanja.  
300 |a str. 943-948. 
520 |a The use of economic criteria in the construction of an Attainable Region gives rise to the transformation of the conventional Concentration Attainable Region (CAR) into different Economic Regions (ERs). The more the objective function is discrete, nonlinear and noncom ex and the more its cost coefficients vary with time, the more ERs decline frorn the CAR. However, economically optimal solutions always lie at the borders of ERs. Some important insights have been gained during the construction of different time dependent ERs, which can be useful in upgrading the MINLP approach to the synthesis of reactor network in overall process schemes. 
653 0 |a koncentracijsko dosegljivo območje  |a ekonomsko dosegljivo območje  |a ekonomsko diskretno nelinearno območje  |a sinteza reakcijskih omrežij  |a MINLP 
653 0 |a concentration attainable region  |a economic attainable region  |a discrete nonlinear region  |a MINLP 
700 1 2 |a Kravanja, Zdravko.   |4 aut 
773 0 |a European Symposium on Computer Aided Process Engineering (15 : 2005 : Barcelona, Spain)  |t European symposium on computer-aided process engineering - 15  |d Amsterdam etc. : Elsevier, cop. 2005  |w 9633046  |z 0444519904  |g Part A, str. 943-948