1990
DOI: 10.1021/ie00097a009
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Geometry of the attainable region generated by reaction and mixing: with and without constraints

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Cited by 124 publications
(74 citation statements)
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“…The results of our approach match the results of the graphical technique of Glasser et al (1992). Through a geometric argument, Hildebrandt (1990) showed that individual recycle reactors are not part of the attainable region (AR) boundary. In this section we show that a global recycle does not form a part of the AR boundary.…”
Section: Case B) Adiabatic Nonisothermal Reactor Network Synthesis 'supporting
confidence: 66%
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“…The results of our approach match the results of the graphical technique of Glasser et al (1992). Through a geometric argument, Hildebrandt (1990) showed that individual recycle reactors are not part of the attainable region (AR) boundary. In this section we show that a global recycle does not form a part of the AR boundary.…”
Section: Case B) Adiabatic Nonisothermal Reactor Network Synthesis 'supporting
confidence: 66%
“…The attainable region is the convex hull of concentrations that can be achieved starting from the feed point by reaction and mixing. Recently, Glasser et al (1987) and Hildebrandt et al (1990) developed geometric concepts for reaction and mixing to map the entire region in the concentration space that is attainable from a given feed concentration. Alternate plug flow reactor (PFR) and continuous stirred tank reactor (CSTR) trajectories were drawn to cover the attainable region and derive an optimal reactor network.…”
Section: Attainable Region Targetingmentioning
confidence: 99%
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“…Furthermore it is assumed that there are no volume changes on reaction. We outline the approach outlined by Hildebrandt (1989) for finding the AR to solve this classic reaction problem, Equation 3.1.…”
Section: Procedures For Determining the Candidate Attainable Regionmentioning
confidence: 99%
“…Attainable region is the convex hull of concentrations for a given feed and reaction scheme. The geometrical concepts that allow the derivation of the attainable region, and further extensions to higher dimensions where developed mainly by Glasser, Hildebrandt, and Feinberg [127][128][129][130]. There are two main downsides of the "attainable region" technique.…”
Section: Process Synthesismentioning
confidence: 99%