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Diffusive hydrogen inter-cage migration in hydrogen and hydrogen-tetrahydrofuran clathrate hydrates
Author(s)
Date Issued
2013-03-07
Date Available
2014-01-14T09:32:58Z
Abstract
Classical equilibrium molecular dynamics (MD) simulations have been performed to investigate
the diffusive properties of inter-cage hydrogen migration in both pure hydrogen and mixed
hydrogen-tetrahydrofuran sII hydrates at 0.05 kbar from 200 K and up to 250-260 K. For mixed H2-
THF systems in which there is single H2 occupation of the small cage (labelled ‘1SC 1LC’), we
found that no H2 migration occurs. However, for more densely-filled H2-THF and pure- H2 systems,
in which there is more than single H2 occupation in the small cage, there is an onset of inter-cage H2
migration events from the small cages to neighbouring cavities at around 200 K. The mean square
displacements of the hydrogen molecules were fitted to a mathematical model consisting of an
anomalous term and a Fickian component, and non-linear regression fitting was conducted to
estimate long-time (inter-cage) diffusivities. An approximate Arrhenius temperature relationship for
the diffusion coefficient was examined and a rough estimation of the hydrogen hopping energy
barrier was calculated for each system.
the diffusive properties of inter-cage hydrogen migration in both pure hydrogen and mixed
hydrogen-tetrahydrofuran sII hydrates at 0.05 kbar from 200 K and up to 250-260 K. For mixed H2-
THF systems in which there is single H2 occupation of the small cage (labelled ‘1SC 1LC’), we
found that no H2 migration occurs. However, for more densely-filled H2-THF and pure- H2 systems,
in which there is more than single H2 occupation in the small cage, there is an onset of inter-cage H2
migration events from the small cages to neighbouring cavities at around 200 K. The mean square
displacements of the hydrogen molecules were fitted to a mathematical model consisting of an
anomalous term and a Fickian component, and non-linear regression fitting was conducted to
estimate long-time (inter-cage) diffusivities. An approximate Arrhenius temperature relationship for
the diffusion coefficient was examined and a rough estimation of the hydrogen hopping energy
barrier was calculated for each system.
Sponsorship
Science Foundation Ireland
Type of Material
Journal Article
Publisher
American Institute of Physics
Journal
The Journal of Chemical Physics
Volume
138
Issue
9
Start Page
094507
Copyright (Published Version)
2013 American Institute of Physics
Language
English
Status of Item
Peer reviewed
This item is made available under a Creative Commons License
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h2_hop_diff_hyd_final.pdf
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Format
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