Wax
Carbone provides an automatic PNA split scheme for Wax Characterization based on the method proposed by Nes & Westerns, 1951. The characterization can be based on Cmin, Cmax range of wax forming SCNs or Cmin and total wax amount (from which Cmax is iteratively computed). Users can specify which of the three component families will be part of the solid phase.
The Wax Model in Carbone is derived from the one proposed by Pedersen, 1995. The solid phase is assumed to behave ideally.
WAT and Wax Precipitation curves are automatically generated for any ‘Wax’ fluid.
The Wax Viscosity model is derived from Pedersen and Rønningsen (2000), which allows computation of Fraction of Crystallized Wax (ɸwax) vs. shear rate from Apparent Liquid Viscosity (ηapparent) vs. shear rate data. Plots of both ηapparent and ɸwax are displayed vs. shear rate.
A dedicated Wax Regression offers tuning on Melting Point and Enthalpy of Fusion of the Wax forming components to match WAT, Wax precipitation and/or Wax Viscosity data.
Note: other regression types can also be used for a Wax fluid.
Asphaltenes
Asphaltene Characterization is based on an automatic lumping process, which lumps any fluid into a 10-component ‘Asphaltene’ fluid, based on SARA input. The method is derived from Scewczyk et al., 1999.
The following methods are available for Asphaltene Risk Assessment:
1. De Boer's method (De Boer et al., 1995)
2. Colloidal Instability Index (CII) method (Yen et al., 2001)
3. Stankiewicz Asphaltene Stability Index (ASI) method (Stankiewicz et al., 2002)
The Asphaltene Model treats Asphaltene as a solubility class and models asphaltene precipitation as Liquid-Liquid demixing. Abdoul et al., 1991 equation of state is used to analyze the various phases.
The entire Asphaltene phase envelope for the complete PT spectrum is automatically generated. Additionally, Asphaltene solubility, Asphaltene precipitation, oil density and solid density curves are automatically generated for any ‘Asphaltene’ fluid.
A dedicated Asphaltene Regression offers tuning on Tc and Mw of the Asphaltene components to match the asphaltene onset pressure and/or precipitation data.
Note: other regression types can also be used for an Asphaltene fluid.
Hydrates
Hydrate structures of type S1 and S2 can be defined. Impact of Methanol, Ethanol and MEG on hydrate phase envelope can be modeled.
For a given setup and additive amount, crystallization temperature at a given pressure (and vice versa) can be calculated.
In addition, Hydrate composition and stability graph with and without the additive is also output. Different inhibitor types and concentrations can thus be studied.
The Hydrate Model uses the approach proposed by van der Waals and Platteeuw, 1959 and extended by Parrish and Prausnitz, 1972 for the Hydrate phase and the Cubic Plus Association (CPA) Equation of State for the fluid phase.
Scales/Salts
The following common salts can be modeled in Carbone: NaCl, CaSO4, BaSO4, SrSO4, CaCO3, FeCO3 and FeS.
Two approaches are available for modeling of scale precipitation:
1. Scaling Tendencies (Qualitative Model).
2. Mineral Precipitation (Quantitative Model).
The Qualitative model provides a Saturation Index (SI) of the different salts which may form in solution at different Pressures and Temperatures. The SIs are plotted versus Pressure and Temperature for the different salts.
The Quantitative model calculates the amount of mineral precipitation at different Pressures and Temperatures. The amounts of precipitated salts are plotted versus Pressure and Temperature for the different solids.
The calculations are made via a Non-Stoichometric Reactive Flash algorithm. The vapor phase is modeled by a Cubic EoS. The aqueous phase is modeled by the Pitzer Activity Model and each solid phase is assumed to be pure and ideal.