Granular Energy Transfer Model Reference

The Granular Energy Transfer model accounts for the dissipation of granular energy due to the fluctuating force exerted by the gas through the fluctuating velocity of the particles.

The Granular Energy Transfer model contributes the Jp term to the granular energy equation (Eqn. (2366)).

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

A Continuous-Dispersed Topology phase interaction is required, with the dispersed phase specified as a particle phase.

Phase interaction selections:
  • Optional Models: Granular Energy Transfer (Selected automatically)
Properties Key properties are: Cross-Correlation Term

See Granular Energy Transfer Properties.

Activates Field Functions None.

Granular Energy Transfer Properties

Cross-Correlation Term
Defines the contribution to the granular energy transport that is due to the correlation between the velocity fluctuations of the gas and the particles.
This term is an optional source term. However, the additional term is expected to be significant for vigorously bubbling or circulating fluidized beds.
  • None

    The granular transport model neglects this contribution.

  • Louge

    The granular transport model uses the source term proposed by Louge [510] in Eqn. (2371).

    For more information on the dissipation and generation of granular energy, see Granular Temperature.