1983
DOI: 10.1016/0009-2509(83)80002-5
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Modelling of the pressure swing air seperation process

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1985
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Cited by 79 publications
(20 citation statements)
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“…Concerning simple cycles, a well-stirred cell local equilibrium model has been used by Fernandez and Kenney (1983) to describe the three-step one-column PSA separation of air on a molecular sieve adsorbent, and agreement of the model with experiments was found for long cycle times. Cheng and Hill (1985) developed a modified well-stirred cell local equilibrium model, which includes effects of the unpacked "dead volumes" at the column ends, to simulate the separation performance of a helium and methane mixture by the three-step one-column process.…”
Section: Alche Journal September 1993mentioning
confidence: 98%
“…Concerning simple cycles, a well-stirred cell local equilibrium model has been used by Fernandez and Kenney (1983) to describe the three-step one-column PSA separation of air on a molecular sieve adsorbent, and agreement of the model with experiments was found for long cycle times. Cheng and Hill (1985) developed a modified well-stirred cell local equilibrium model, which includes effects of the unpacked "dead volumes" at the column ends, to simulate the separation performance of a helium and methane mixture by the three-step one-column process.…”
Section: Alche Journal September 1993mentioning
confidence: 98%
“…Fernandez and Kenney [9] have proposed two equi-librium models, one using linear isotherms for each component with another using a linear isotherm for oxygen and a Langmuir isotherm for nitrogen. Farooq et al [10] and Ruthven and Farooq [11] modeled the experimental system using a linear driving force (LDF) approximation for intraparticle mass transfer and a bicomponent Langmuir isotherm.…”
Section: Introductionmentioning
confidence: 99%
“…Most of the PSA models are based on the simplest equilibrium theory, which includes models by: Shendalman and Mitchell (1972), Weaver and Hamrin (1974). Fernandez and Kenney (1983), Chan et al (1981),Chengand Hill (1983, Nataraj and Wankat (1982) for PSA, and by Turnock and Kadlec (1971) for a single-column PSA process. For the air-drying PSA process, the models by Chihara and Suzuki (1983), and Carter and Wyszynski (1983) have accounted for the mass transfer rates in porous sorbent by using the linear driving force approximation.…”
Section: Introductionmentioning
confidence: 99%