An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers

It is well known that membrane reactors are inherently two-dimensional systems in which species concentrations vary as a consequence of both the reaction and permeation across the membrane, which occurs in the direction perpendicular to that of the main gas flow. Recently, an expression for an enhan...

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Autores principales: Maria Anna Murmura, Chiara Rocchetti, Maria Cristina Annesini
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Publicado: MDPI AG 2021
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Acceso en línea:https://doaj.org/article/815b4aa8719448cd90ab8c39dbec410b
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spelling oai:doaj.org-article:815b4aa8719448cd90ab8c39dbec410b2021-11-25T18:19:28ZAn Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers10.3390/membranes111108052077-0375https://doaj.org/article/815b4aa8719448cd90ab8c39dbec410b2021-10-01T00:00:00Zhttps://www.mdpi.com/2077-0375/11/11/805https://doaj.org/toc/2077-0375It is well known that membrane reactors are inherently two-dimensional systems in which species concentrations vary as a consequence of both the reaction and permeation across the membrane, which occurs in the direction perpendicular to that of the main gas flow. Recently, an expression for an enhanced Sherwood number was developed to describe the hydrogen concentration gradients arising in methane steam-reforming membrane reactors as a consequence of the combined effect of hydrogen production, dispersion, and permeation. Here, the analysis is developed in further detail with the aim of (i) assessing the validity of the simplifying assumptions made when developing the 1D model and (ii) identifying the operating conditions under which it is possible to employ the 1D model with the enhanced Sherwood number.Maria Anna MurmuraChiara RocchettiMaria Cristina AnnesiniMDPI AGarticleconcentration gradients2D modelmembrane reactorshydrogenChemical technologyTP1-1185Chemical engineeringTP155-156ENMembranes, Vol 11, Iss 805, p 805 (2021)
institution DOAJ
collection DOAJ
language EN
topic concentration gradients
2D model
membrane reactors
hydrogen
Chemical technology
TP1-1185
Chemical engineering
TP155-156
spellingShingle concentration gradients
2D model
membrane reactors
hydrogen
Chemical technology
TP1-1185
Chemical engineering
TP155-156
Maria Anna Murmura
Chiara Rocchetti
Maria Cristina Annesini
An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
description It is well known that membrane reactors are inherently two-dimensional systems in which species concentrations vary as a consequence of both the reaction and permeation across the membrane, which occurs in the direction perpendicular to that of the main gas flow. Recently, an expression for an enhanced Sherwood number was developed to describe the hydrogen concentration gradients arising in methane steam-reforming membrane reactors as a consequence of the combined effect of hydrogen production, dispersion, and permeation. Here, the analysis is developed in further detail with the aim of (i) assessing the validity of the simplifying assumptions made when developing the 1D model and (ii) identifying the operating conditions under which it is possible to employ the 1D model with the enhanced Sherwood number.
format article
author Maria Anna Murmura
Chiara Rocchetti
Maria Cristina Annesini
author_facet Maria Anna Murmura
Chiara Rocchetti
Maria Cristina Annesini
author_sort Maria Anna Murmura
title An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
title_short An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
title_full An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
title_fullStr An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
title_full_unstemmed An Enhanced Sherwood Number to Model the Hydrogen Transport in Membrane Steam Reformers
title_sort enhanced sherwood number to model the hydrogen transport in membrane steam reformers
publisher MDPI AG
publishDate 2021
url https://doaj.org/article/815b4aa8719448cd90ab8c39dbec410b
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