Blucher Mathematical Proceedings
- Todas as edições
- Última edição
- Equipe de Produção
- ISSN soon-
THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS
THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS
Barbosa Neto, Antonio Marinho; Ribeiro, Jônatas; Aznar, Martín; Bannwart, Antonio Carlos
Artigo Completo:
The phase behavior prediction is essential for the development and optimization of the hydrocarbon production in petroleum engineering applications. Well succeed projects in this field, such as management of a reservoir, multiphase flow analysis in production systems, and petroleum primary processing, depend on the correct prediction of phase behavior and the estimation of thermodynamic properties, like phase composition and compressibility factor. In this way, the present work purpose was to develop a computational tool that performs isothermal flash calculations for oil and gas multicomponent mixtures with enough precision for both project and operation. The computer program was developed in Visual Basic Application (VBA). The Peng-Robinson equation of state was used to model the vapor-liquid equilibrium. Newton-Raphson method was applied to obtain both the convergence of the Rachford-Rice equation and the cubic equation roots. The root for each phase was determined by the Gibbs energy minimization. There is a quantitative agreement between the results computed and the results provided by the commercial simulator HYSYS (AspenTech) over industrially relevant ranges of compositions, pressures and temperatures. Furthermore, the answers obtained are within precision which apply to compositional modeling for petroleum fluids. The composition and compressibility factor simulations for petroleum fluid were performed using real field conditions. The results found were investigated from the thermodynamic viewpoint and were consistent with both practice and theory.
The phase behavior prediction is essential for the development and optimization of the hydrocarbon production in petroleum engineering applications. Well succeed projects in this field, such as management of a reservoir, multiphase flow analysis in production systems, and petroleum primary processing, depend on the correct prediction of phase behavior and the estimation of thermodynamic properties, like phase composition and compressibility factor. In this way, the present work purpose was to develop a computational tool that performs isothermal flash calculations for oil and gas multicomponent mixtures with enough precision for both project and operation. The computer program was developed in Visual Basic Application (VBA). The Peng-Robinson equation of state was used to model the vapor-liquid equilibrium. Newton-Raphson method was applied to obtain both the convergence of the Rachford-Rice equation and the cubic equation roots. The root for each phase was determined by the Gibbs energy minimization. There is a quantitative agreement between the results computed and the results provided by the commercial simulator HYSYS (AspenTech) over industrially relevant ranges of compositions, pressures and temperatures. Furthermore, the answers obtained are within precision which apply to compositional modeling for petroleum fluids. The composition and compressibility factor simulations for petroleum fluid were performed using real field conditions. The results found were investigated from the thermodynamic viewpoint and were consistent with both practice and theory.
Palavras-chave:
DOI: 10.5151/mathpro-cnmai-0105
Referências bibliográficas
- [1] Burden, R. L. and Faires, J. D. 2011. Numerical Analysis. Ninth Edition, Boston, USA: Ed. Cenage Learning. 872 p. Danesh, A. 1998. PVT and Phase Behaviour of Petroleum Reservoir Fluid. Edinburgh, Scotland: Ed. Elsevier. 388 p.
- [2] Gaganis, V. and Varotsis, N. 2014. An integrated approach for rapid phase behavior calculations in compositional modeling. Journal of Petroleum Science and Engineering, 118, 74-87.
- [3] Haghighi, H.; Chapoy, A.; Tohidi, B. 2009. Modelling Phase Equilibria of Complicated Systems Containing Petroleum Reservoir Fluids. Paper SPE 123170 presented at the SPE Offshore Europe Oil Andamp; gas Conference Andamp; Exhibition, Aberdeen, UK.
- [4] Michelsen, M. L. 1982. The isothermal flash problem. Part II. Phase-split calculation. Fluid Phase Equilibria, v. 9, 21- 40.
- [5] Michelsen, M. L. 1998. Speeding up the two-phase PT-flash, with applications for calculation of miscible displacement. Fluid Phase Equilibria, 143, 1-12.
- [6] Michelsen, M. L. and Mollerup, J. M. 2007. Thermodynamic Models: Fundamentals Andamp; Computational Aspects. Holte, Denmark: Ed. Tie-Line Publications. 382 p.
- [7] Peng, D. Y. and Robinson, D. B. 1976. A new two-constant equation of state. Industrial and Engineering Chemistry Fundamentals, 15(1), 59-64.
- [8] Qiu, L.; Wang, Y.; Jiao, Q.; Wang, H.; Reitz, R. D. 2014. Development of a thermodynamically consistent, robust and efficient phase equilibrium solver and its validations. Fuel, 115, 1-16.
- [9] Rachford, H. H., Rice, J. D. 1952. Procedure for use of electrical digital computers in calculating flash vaporization hydrocarbon equilibrium. JPT 19, Trans. AIME., 195, 327-328.
- [10] Ribeiro, J. 2014. Análise Integrada dos Modelos de Reservatório, Escoamento e Processamento Aplicada ao Projeto Conceitual de Sistemas de Produção de Petróleo. Dissertation, State University of Campinas, Campinas.
- [11] Saber, N. 2011. Phase Behaviour Prediction for Ill-Defined Hydrocarbon Mixtures. Ph.D. thesis, University of Alberta, Edmonton.
- [12] Wei, Y., Chen, Z., Satyro, M., Dong, C. Deng, H. 2011. Compositional Simulation Using the Advanced Peng-Robinson Equation of State. Paper SPE 141898 presented at the SPE Reservoir Simulation Symposium, The Woodlands, Texas, USA.
- [13] Whitson, C. H. and Brulé, M. R. 2000. Phase Behavior. SPE Monograph Series, Volume 20. Richardson, Texas – USA: SPE.
Como citar:
Barbosa Neto, Antonio Marinho; Ribeiro, Jônatas; Aznar, Martín; Bannwart, Antonio Carlos; "THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS", p-610-619.
In: Anais do Congresso Nacional de Matemática Aplicada à Indústria [= Blucher Mathematical Proceedings, v.1, n.1].
São Paulo: Blucher,
2015.
ISSN soon,
DOI 10.5151/mathpro-cnmai-0105
últimos 30 dias
259
downloads
688
visualizações
773
indexações
Sou autor desse trabalho
Você é citado neste trabalho?
Exportar citação - RefWork (RIS)
Copie a citação abaixo ou clique no botão Download para obter um arquivo com os dados
TY - CONF T1 - THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS JO - Blucher Mathematical Proceedings VL - 1 IS - 1 SP - 610 EP - 619 PY - 2015 T2 - Congresso Nacional de Matemática Aplicada à Indústria AU - , , , SN - soon DO - http://dx.doi.org/10.5151/mathpro-cnmai-0105 UR - www.proceedings.blucher.com.br/article-details/thermodynamic-modeling-of-vapor-liquid-equilibrium-for-petroleum-fluids-11947 KW - ER -
Exportar citação - BibTeX(BIB)
Copie a citação abaixo ou clique no botão Download para obter um arquivo com os dados
@article{BarbosaNeto20144,
title="THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS",
journal="Blucher Mathematical Proceedings",
volume="1",
number="1",
pages="610 - 619",
year="2015",
note="",
issn="soon",
doi="http://dx.doi.org/10.5151/mathpro-cnmai-0105",
url="www.proceedings.blucher.com.br/article-details/thermodynamic-modeling-of-vapor-liquid-equilibrium-for-petroleum-fluids-11947",
author="Antonio Marinho Barbosa Neto", "Jônatas Ribeiro", "Martín Aznar", "Antonio Carlos Bannwart",
keywords="",
}
Exportar citação - Text(TXT)
Copie a citação abaixo ou clique no botão Download para obter um arquivo com os dados
Antonio Marinho Barbosa Neto, Jônatas Ribeiro, Martín Aznar, Antonio Carlos Bannwart, THERMODYNAMIC MODELING OF VAPOR-LIQUID EQUILIBRIUM FOR PETROLEUM FLUIDS, Blucher Mathematical Proceedings, Volume 1, 2015, Pages 610-619, ISSN soon, http://dx.doi.org/10.5151/mathpro-cnmai-0105 (www.proceedings.blucher.com.br/article-details/thermodynamic-modeling-of-vapor-liquid-equilibrium-for-petroleum-fluids-11947) Palavras-chave:: ;