The Base properties module provides a set of fundamental calculations commonly used in petrophysical and geomechanical analysis.

Each tab represents an individual calculator that generates a new log curve for the selected well or a batch of wells.

The module allows users to specify input parameters, define a calculation interval, and visualize the resulting curve before saving it to the project.

Use Run to calculate the current tab, Save to store its result, or Save to workflow to add the configured calculation to the project Workflow.

Hydrostatic Pressure

Calculates the hydrostatic pressure as a function of depth using the selected fluid density.

The relationship is defined by:

Phyd(z) = ρw · g · z

where

• ρw – fluid density,
• g – gravitational acceleration,
• z – depth.

Input parameters:

• Fluid density (g/cc or lb/ft³)
• Gravity constant (m/s² or ft/s²)
• Measured depth range and step

Output: Hydrostatic pressure curve (MPa or psi)

Temperature Gradient

Computes the temperature distribution with depth using a constant surface temperature and geothermal gradient.

The formula applied:

T(z) = Tsurface + G · z

where

• Tsurface​ – surface temperature,
• G – geothermal gradient,
• z – depth.

Input parameters:

• Surface temperature (°C or °F)
• Temperature gradient (°C/m or °F/100ft)
• Depth step

Output: Temperature Gradient curve

Overburden Stress

Estimates the vertical stress resulting from the weight of the overlying sediments.

The calculation integrates the rock bulk density curve over depth:

With Offshore correction enabled, the wizard uses σv(z) = ρw · g · zw + ∫zw^z ρ(z) · g dz, where ρw is Water density and zw is Water depth.

where

• ρ​ – bulk density,
• g – gravitational acceleration.

Input parameters:

• Bulk density log and unit (kg/m³, g/cc, or lb/ft³); default and water-density values use g/cc in Metric projects or lb/ft³ in Imperial projects
• Gravity constant
• Depth interval and step

Output: Overburden stress curve (MPa or psi)

Effective Stress

Determines the effective stress by subtracting pore pressure from total overburden stress:

σeff = σv − Pp

where

• σv – overburden stress,
• Pp​ – pore pressure.

Input parameters:

• Overburden stress curve
• Pore pressure curve

Output: Effective stress curve (MPa or psi)