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Optimal Mixing for Exothermic Reversible Reactions

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TLDR
In this paper, a geometrically-based approach for determining the attainable region of a single exothermic reversible reaction was proposed. But the results were applied to an extensively investigated example and shown to give an improved value of the objective function.
Abstract
Recently developed geometrically-based ideas for determining the attainable region have been applied to single exothermic reversible reactions where the only processes allowed are preheating a portion of the feed, reaction, and mixing. The following system of reactors in series in general defines the boundary of the attainable region: a CSTR, a plug flow reactor, a differential reactor which does not in general follow the optimal temperature profile, and finally another plug flow reactor. Analytical conditions have been derived for the operating parameters of these reactors. This system of reactors gives a limit against which other reactors which use only the above-mentioned processes can be compared; for example a cold-shot-cooling reactor. This new approach combines several previous results into a cohesive theory. The ideas are applied to an extensively investigated example and shown to give an improved value of the objective function

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Citations
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Automating the AR construction for non-isothermal reactor networks

TL;DR: The Shrink-wrap algorithm is used to quantify the attainable region (AR) of non-isothermal reactor networks for the first time and is applicable to both constant density fluid (CDF) and variabledensity fluid (VDF) reactor networks.

Process Flow Sheet Generation & Design through a Group Contribution Approach

TL;DR: The developed framework addresses the formulation, solution and analysis of CAFD problems, based on the concept of a process group, which represents a single unit operation or a set of unit operations in the same way an atom or a group of atoms represent a molecular group.
Journal ArticleDOI

Automating reactor network synthesis: finding a candidate attainable region for the water–gas shift (WGS) reaction

TL;DR: The attainable region (AR) technique is used to generate reactor network synthesis solutions to the WGS reaction system that is overall adiabatic and is shown to be simple enough such that they could, in principle, be incorporated in automated software.
Journal ArticleDOI

Decomposed algorithmic synthesis of reactor-separation-recycle systems

TL;DR: In this paper, the authors propose a two-level optimization approach where a response surface method (Simplex) is used as the upper coordinating level and the actual structure of the individual subsystems are determined on the lower level.
Journal ArticleDOI

Recursive constant control policy algorithm for attainable regions analysis

TL;DR: The RCC algorithm is formulated to approximate these control policies from which candidate attainable region (AR)’s are generated and resulting structures are discussed.
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