1974
DOI: 10.1002/aic.690200504
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Three‐phase equilibria using equations of state

Abstract: It is demonstrated that a single equation of state may be used to describe all three phases in liquid-liquid-vapor equilibrium situations. Wilson's version of the Redlich-Kwong equation is shown to predict accurately the water solubility in normal paraffins with interaction parameters k12 = 0.50. A simple procedure for three-phase flash computations is presented. Results obtained using this procedure for the system methane, n-butane, water exhibit many of the characteristics of the experimental data of McKetta… Show more

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Cited by 56 publications
(26 citation statements)
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“…Hence, Equation (4) is not recommended for applications in which quantitative predictions of x hcW are important. It is a known limitation that a single cubic EOS with the van der Waals mixing rules cannot model x wL and x hcW simultaneously over a wide temperature range (Nasrifar and Moshfeghian, 2002;Heidemann, 1974;Daridon et al, 1993;Satyro et al, 2013). Furthermore, the W-phase density is underestimated with the PR EOS, but can be corrected by volume shift, or simply by using the saturated liquid density of water at the temperature of interest.…”
Section: Tablementioning
confidence: 96%
See 1 more Smart Citation
“…Hence, Equation (4) is not recommended for applications in which quantitative predictions of x hcW are important. It is a known limitation that a single cubic EOS with the van der Waals mixing rules cannot model x wL and x hcW simultaneously over a wide temperature range (Nasrifar and Moshfeghian, 2002;Heidemann, 1974;Daridon et al, 1993;Satyro et al, 2013). Furthermore, the W-phase density is underestimated with the PR EOS, but can be corrected by volume shift, or simply by using the saturated liquid density of water at the temperature of interest.…”
Section: Tablementioning
confidence: 96%
“…The primary purpose of the development of the BIP correlation (Equation (4)) was the quantitative prediction of x wL for water with n-alkanes. The solubilities of hydrocarbons in the W phase (x hcW ) are orders of magnitude lower than x wL (Heidemann, 1974). They may be negligible for most reservoir engineering applications even at elevated temperatures (Luo and Barrufet, 2005).…”
Section: Tablementioning
confidence: 99%
“…For both cases, the dissolution of hydrocarbons in the W phase (x hcW ) is disregarded. This assumption is considered reasonable in view of low values for x hcW (Ͻ 1 mol%) indicated by experimental measurements (e.g., Heidemann, 1974). (Keshavarz et al, 2014) 2600 kJ/m 3°C Rock thermal conductivity (Keshavarz et al, 2014) 660 kJ/m day°C Over/underburden heat capacity (Keshavarz et al, 2014) 2600 kJ/m 3°C Over/underburden thermal conductivity (Keshavarz et al, 2014) 660 kJ/m day°C Bitumen thermal conductivity 11.5 kJ/m day°C Gas thermal conductivity 2.89 kJ/m day°C Producer bottom-hole pressure (minimum) 15 bars Steam quality 0.9…”
Section: Fluid Modelmentioning
confidence: 77%
“…Extra, or trivial, phases are detected when two phases tend toward exactly the same composition and molar volume. This multiphase calculation algorithm has been validated in publications by Michelsen (9) and Heidemann (11) . Table 1 summarizes the composition (mass%) of the Swan Hills oil as determined using a simulated distillation gas chromatograph.…”
Section: Outer Loopmentioning
confidence: 99%