Drag Force Model Reference

The Drag Force model calculates the force on a particle in the dispersed phase due to its velocity relative to the continuous phase. In Simcenter STAR-CCM+, the Drag Force is modeled as a linear multiplier of the relative velocity between the two phases.

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

Two Eulerian phases are required.

A Continuous-Dispersed Topology or Multiple Flow Regime Topology phase interaction is required.

Phase interaction selections:
  • Optional Models: Drag Force (selected automatically)
Properties None.
Activates Model Controls

For a Continuous-Dispersed phase interaction:

Drag Coefficient

See Drag Coefficient Reference.

Drag Correction

See Drag Correction Reference.

For a Multiple Flow Regime phase interaction:

  • First Dispersed Regime Drag Coefficient

  • Intermediate Regime Drag Coefficient

  • Second Dispersed Regime Drag Coefficient

See Drag Coefficient Reference.

Field Functions

See Drag Force Field Functions.

Drag Force Field Functions

Drag Coefficient Correction of [phase interaction]
Eulerian Drag Coefficient of [phase interaction]
Linearized Drag Coefficient of [phase interaction]
Phase-Pair Eotvos Number of [phase interaction]
Phase-Pair Reynolds Number of [phase interaction]

The Reynolds number R e for the phase-pair.

Phase-Pair Single-Particle Reynolds Number of [phase interaction]

The single particle Reynolds number, R e , for the phase-pair. This value is defined as:

R e = f D α c R e

where f D is the drag correction factor in the multi-particle system, α c is the continuous phase volume-fraction, and R e is the phase-pair Reynolds Number.

Slip Velocity of [phase interaction]