Granular Drag Force Model Reference

The Granular Drag Force model is used in particle-particle phase interactions. This model is related to the Drag Force model for continuous-dispersed phases.

In Simcenter STAR-CCM+, the Granular Drag Force is modeled as a linear multiplier, A D in Eqn. (1927), of the relative velocity between two phases.

Table 1. Granular Drag Force Model Reference
Theory See Granular Drag Coefficient.
Provided By [phase interaction] > Models > Optional Models
Example Node Path [phase interaction] > Models > Granular Drag Force
Requires
Physics continuum selections:
  • Material: Multiphase
  • Multiphase Model: Eulerian Multiphase (EMP) (Automatically activates: Multiphase Interaction, Gradients)
  • Optional Models: Granular Pressure (Automatically activates: Granular Temperature, Granular Temperature Transport)

A Granular Particle Pair Phase Interaction phase interaction is required.

Phase interaction selection:
  • Optional Models: Granular Drag Force (activated automatically)
Properties None.
Activates Model Controls Drag Coefficient

See Drag Coefficient Properties.

Field Functions See Field Functions.

Drag Coefficient Properties

Method
The method to use for specifying the drag coefficient.
  • Field Function (Linearized Coefficient)

    Defines the linearized drag coefficient using a field function.

  • Gera-Syamlal

    Defines the linearized drag coefficient using the Gera-Syamlal granular drag force model.

    Coefficient of Friction
    Defines the coefficient of friction between particles for the phase interaction.

    This value, c f , is used in Eqn. (2393).

Field Functions

Linearized Drag Coefficient of [phase interaction]
Slip Velocity of [phase interaction]