An improved method to determine phase boundaries for multicomponent mixtures is described. This technique uses procedures based upon Gibbs minimization that lead to a more efficient algorithm that can also converge closer to the mixturesâ critical points than other algorithms (e.g., K-value method). Moreover, all the curves reported correspond to stable points according to the stability analysis suggested by Michelsen that implies minimization of the tangent plane distance function. Several examples compare the efficiency of this technique to commercial programs that often fail at certain conditions around the critical point, cricondenbar, and/or cricondentherm.
Description
Generalized Phase Boundary Determination Algorithm for Multicomponent Mixtures - Industrial & Engineering Chemistry Research (ACS Publications)
%0 Journal Article
%1 ortizvega2011generalized
%A Ortiz-Vega, Diego O.
%A Cristancho, Diego E.
%A Hall, Kenneth R.
%A Iglesias-Silva, Gustavo A.
%D 2011
%J Industrial & Engineering Chemistry Research
%K 2011 VLE algorithm equilibrium multi-component
%N 1
%P 97-101
%R 10.1021/ie901830c
%T Generalized Phase Boundary Determination Algorithm for Multicomponent Mixtures
%U http://dx.doi.org/10.1021/ie901830c
%V 50
%X An improved method to determine phase boundaries for multicomponent mixtures is described. This technique uses procedures based upon Gibbs minimization that lead to a more efficient algorithm that can also converge closer to the mixturesâ critical points than other algorithms (e.g., K-value method). Moreover, all the curves reported correspond to stable points according to the stability analysis suggested by Michelsen that implies minimization of the tangent plane distance function. Several examples compare the efficiency of this technique to commercial programs that often fail at certain conditions around the critical point, cricondenbar, and/or cricondentherm.
@article{ortizvega2011generalized,
abstract = { An improved method to determine phase boundaries for multicomponent mixtures is described. This technique uses procedures based upon Gibbs minimization that lead to a more efficient algorithm that can also converge closer to the mixturesâ critical points than other algorithms (e.g., K-value method). Moreover, all the curves reported correspond to stable points according to the stability analysis suggested by Michelsen that implies minimization of the tangent plane distance function. Several examples compare the efficiency of this technique to commercial programs that often fail at certain conditions around the critical point, cricondenbar, and/or cricondentherm. },
added-at = {2013-04-16T13:18:28.000+0200},
author = {Ortiz-Vega, Diego O. and Cristancho, Diego E. and Hall, Kenneth R. and Iglesias-Silva, Gustavo A.},
biburl = {https://www.bibsonomy.org/bibtex/25923d5451fae33fd6c7f50460ca93d99/thorade},
description = {Generalized Phase Boundary Determination Algorithm for Multicomponent Mixtures - Industrial & Engineering Chemistry Research (ACS Publications)},
doi = {10.1021/ie901830c},
eprint = {http://pubs.acs.org/doi/pdf/10.1021/ie901830c},
interhash = {a5a9fe6e2fe3e294fcd60c2c9b0722d9},
intrahash = {5923d5451fae33fd6c7f50460ca93d99},
journal = {Industrial \& Engineering Chemistry Research},
keywords = {2011 VLE algorithm equilibrium multi-component},
number = 1,
pages = {97-101},
timestamp = {2014-06-11T17:04:25.000+0200},
title = {Generalized Phase Boundary Determination Algorithm for Multicomponent Mixtures},
url = {http://dx.doi.org/10.1021/ie901830c},
volume = 50,
year = 2011
}