Capillary correlations

Capillary pressure correlations

Analytical: Developed based on theory and generally applicable for calculating capillary pressures.

where: a0 = Coefficient 0, a1 = Coefficient 1, ...

Brooks-Corey: An empirical approach to calculate capillary pressures and works satisfactorily in many cases. It requires residual wetting-phase saturation. Uses a lithology factor that allows the correlations to be generalized to any lithology.

Custom Table: Allows you to enter laboratory measurements for capillary pressure values.

Analytical

Water-oil system

where:

Coeff0 = capillary pressure coefficient 0

Coeff1 = capillary pressure coefficient 1

Coeff2 = capillary pressure coefficient 2

Coeff3 = capillary pressure coefficient 3

Gas-oil system

where:

Coeff0 = capillary pressure coefficient 0

Coeff1 = capillary pressure coefficient 1

Coeff2 = capillary pressure coefficient 2

Coeff3 = capillary pressure coefficient 3

Brooks Corey

The Brooks Corey model is widely accepted to calculate capillary pressure for relative permeability calculations. This model is a modified representation of Corey's model and represents the capillary pressure in a more general form.

Water-oil system

where:

(pce)ow = oil-water pore entry capillary pressure

λow = oil-water pore size distribution index

Gas-oil system

where:

(pce)go = gas-oil pore entry capillary pressure

λgo = gas-oil pore size distribution index