Carbon dioxide: Difference between revisions

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*[http://dx.doi.org/10.1080/00268970902755025 B. M. Mognetti,  M. Oettel, P. Virnau,  L. Yelash, and K. Binder "Structure and pair correlations of a simple coarse grained model for supercritical carbon dioxide",  Molecular Physics '''107''' pp. 331-341 (2009)]
*[http://dx.doi.org/10.1080/00268970902755025 B. M. Mognetti,  M. Oettel, P. Virnau,  L. Yelash, and K. Binder "Structure and pair correlations of a simple coarse grained model for supercritical carbon dioxide",  Molecular Physics '''107''' pp. 331-341 (2009)]
*[http://jchemed.chem.wisc.edu/journal/issues/2009/May/abs566.html  A. Herráez, R. M. Hanson, and L. Glasser "Interactive 3D phase diagrams using Jmol" Journal of Chemical Education '''86''': 566 (2009)] and [http://biomodel.uah.es/Jmol/plots/phase-diagrams/ website]
*[http://jchemed.chem.wisc.edu/journal/issues/2009/May/abs566.html  A. Herráez, R. M. Hanson, and L. Glasser "Interactive 3D phase diagrams using Jmol" Journal of Chemical Education '''86''': 566 (2009)] and [http://biomodel.uah.es/Jmol/plots/phase-diagrams/ website]
*[http://dx.doi.org/10.1063/1.4792443  G. Pérez-Sánchez, D. González-Salgado, M. M. Piñeiro, and C. Vega "Fluid-solid equilibrium of carbon dioxide as obtained from computer simulations of several popular potential models: The role of the quadrupole", Journal of Chemical Physics '''138''' 084506 (2013)]
==External resources==
==External resources==
*[http://biomodel.uah.es/Jmol/plots/phase-diagrams/ 3D phase diagram of carbon dioxide]
*[http://biomodel.uah.es/Jmol/plots/phase-diagrams/ 3D phase diagram of carbon dioxide]

Revision as of 15:25, 25 April 2013


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Carbon dioxide

Carbon dioxide (CO2)

Models

BBV

The BBV (Bock, Bich and Vogel) model [1].

EPM

A series of popular models for CO2 are those of Harris and Yung [2], namely the EPM Rigid, the EPM Flexible and the EPM2 models.

GCPCDO

Gaussian charge polarizable carbon dioxide (GCPCDO) model [3].

Oakley and Wheatley

The Oakley and Wheatley (OW) model [4].

SAPT-s

SAPT (symmetry-adapted perturbation theory) [5].

SYM

The SYM model [6][7].

References

Related reading

External resources