Conditional Enthalpy Model Reference

The Conditional Enthalpy Model solves for the static enthalpy conditioned in the unburnt gases. The Conditional Enthalpy model also solves for the unburnt enthalpy variance which is used to calculate the unburnt temperature.

Table 1. Conditional Enthalpy Model Reference
Theory See Conditional Enthalpy.
Provided By [physics continuum] > Models > Conditional Enthalpy
Example Node Path Continua > Physics 1 > Models > Conditional Enthalpy
Requires
Simcenter STAR-CCM+ In-cylinder (open separate add-on).
  • Material: Multi-Component Gas
  • Flow: any
Properties Key properties are: Solve Unburnt Temperature Variance, Flow Boundary Diffusion. See Conditional Enthalpy Model Properties.
Activates Model Controls Unburnt Temperature Variance Options
Field Functions hu, Unburnt Density, Unburnt Temperature. See Field Functions.

Conditional Enthalpy Model Properties

Solve Unburnt Temperature Variance
When on, allows the unburnt temperature variance T u to be evaluated in Eqn. (3945) and Eqn. (3946).
Flow Boundary Diffusion
When activated, this property includes the flow-boundary diffusion fluxes (or viscous fluxes for flow models) as given by Eqn. (899). This property is activated by default.

Unburnt Temperature Variance Options

Temperature Segregation Factor Evaluation Option
From Table Extrema Temperatures
The temperature segregation factor s T in Eqn. (3905) is calculated using values of T min and T max that are taken from the minimum and maximum values in the TKI table. However, if the unburnt temperature T u drops below the bounds of the TKI table, the segregation factor can be calculated incorrectly and cause inaccurate results.
From Simulation Extrema Temperatures
The temperature segregation factor s T in Eqn. (3905) is calculated using values of T min and T max that are taken from the simulation.
Unburnt Temperature Variance Multiplier
α in Eqn. (3904).

Field Functions

hu
The conditional enthalpy in the unburnt gases, h u in Eqn. (3902).
Unburnt Density
The conditional density in the unburnt gases, ρ u in Eqn. (3902).
Unburnt Temperature
The conditional temperature in the unburnt gases, T u in Eqn. (3902).