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The strategy is based on a superstructure that allows bypass and splitting of utility streams.
Based on a superstructure that includes all possible network connections, mathematical models are developed for different integration schemes.
Based on a superstructure representation, the problem is formulated as a Generalized Disjunctive Programming (GDP) model to minimize the total cost of the process subject to design specifications.
Based on a superstructure and fixed flowrate, the optimisation problem is formulated as an MINLP model and solved in GAMS/DICOPT.
An approach based on a superstructure involving interlinked elementary flow patterns such as CSTRs, PFRs, recycles and by-passes is implemented.
The optimization problem was formulated as mixed-integer linear programming based on a superstructure approach, including all feasible state-of-the-art technologies.
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The purpose of this study is to develop a new procedure for process synthesis based on a reducible superstructure, and exergy load distribution analysis.
The proposed mathematical formulation has been developed based on a membrane superstructure, which mainly consists of SWRO, NF, and SPP as its primary synthesis units.
Additionally, the procedure for a flotation circuit design is presented that is based on a flexible superstructure, where the designer can choose the set of alternatives.
The model is based on a general superstructure that allows to include all the existing and future technologies, covering heating, domestic hot water, cooling and electricity.
This paper presents a multi-objective optimization approach for designing residential cogeneration systems based on a new superstructure that allows satisfying the demands of hot water and electricity at the minimum cost and the minimum environmental impact.
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