Title of article :
Volume-translated cubic EoS and PC-SAFT density models and a free volume-based viscosity model for hydrocarbons at extreme temperature and pressure conditions
Author/Authors :
Burgess، نويسنده , , Ward A. and Tapriyal، نويسنده , , Deepak and Morreale، نويسنده , , Bryan D. and Soong، نويسنده , , Yee and Baled، نويسنده , , Hseen O. and Enick، نويسنده , , Robert M. and Wu، نويسنده , , Yue and Bamgbade، نويسنده , , Babatunde A. and McHugh، نويسنده , , Mark A.، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2013
Abstract :
This research focuses on providing the petroleum reservoir engineering community with robust models of hydrocarbon density and viscosity at the extreme temperature and pressure conditions (up to 533 K and 276 MPa, respectively) characteristic of ultra-deep reservoirs, such as those associated with the deepwater wells in the Gulf of Mexico. Our strategy is to base the volume-translated (VT) Peng–Robinson (PR) and Soave–Redlich–Kwong (SRK) cubic equations of state (EoSs) and perturbed-chain, statistical associating fluid theory (PC-SAFT) on an extensive data base of high temperature (278–533 K), high pressure (6.9–276 MPa) density rather than fitting the models to low pressure saturated liquid density data. This high-temperature, high-pressure (HTHP) data base consists of literature data for hydrocarbons ranging from methane to C40. The three new models developed in this work, HTHP VT-PR EoS, HTHP VT-SRK EoS, and hybrid PC-SAFT, yield mean absolute percent deviation values (MAPD) for HTHP hydrocarbon density of ∼2.0%, ∼1.5%, and <1.0%, respectively.
ort was also made to provide accurate hydrocarbon viscosity models based on literature data. Viscosity values are estimated with the frictional theory (f-theory) and free volume (FV) theory of viscosity. The best results were obtained when the PC-SAFT equation was used to obtain both the attractive and repulsive pressure inputs to f-theory, and the density input to FV theory. Both viscosity models provide accurate results at pressures to 100 MPa but experimental and model results can deviate by more than 25% at pressures above 200 MPa.
Keywords :
Peng–Robinson , SAFT , Reservoir engineering , Soave–Redlich–Kwong
Journal title :
Fluid Phase Equilibria
Journal title :
Fluid Phase Equilibria