SpectraSim Documentation
Wizard step

Model

The flow model: incompressible or compressible, the turbulence model (k-ω SST) and steady or transient. Together they determine which OpenFOAM solver the run uses. The step is shown only when fluid flow is selected on the Physics step.

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What this step does

The flow in a muffler is turbulent, so the program solves the Reynolds-averaged Navier-Stokes equations with a two-equation eddy-viscosity model (Menter, 1994) rather than resolving the turbulence. Three choices define the equations:

  • Analysis type: constant density (the incompressible solver / the transient incompressible solver), or density and energy solved with the ideal-gas law (the compressible solver, or the transient compressible solver with local time stepping under the pseudo-transient option of Compressible solver);
  • Turbulence model: k-ω SST, fixed;
  • Time dependency: steady, solved iteratively with SIMPLE until the pressure-drop mean has converged, or transient, marched in time with PIMPLE and averaged over the last window of simulated time.

The resulting solver:

analysissteadytransient
incompressiblethe incompressible solverthe transient incompressible solver
compressiblethe compressible solver (or the transient compressible solver, pseudo-transient)not available

Heat transfer and the acoustic medium "From CFD fields" (Physics step) lock the analysis type to compressible, and both require a steady run.

Source

The solver is chosen once, when the case is built, and written into the case's controlDict; the run, a resumed run and the report read it back from there. Solver documentation: (OpenFOAM user guide, 2026).

Valid range

Steady first

A steady run is far cheaper. Use transient only when the pressure drop of the steady run keeps oscillating strongly and a time-accurate average is wanted.

Fields in this step 3

FieldSymbolUnitDefault
Analysis typeincompressible
Time dependencysteady
Turbulence modelk-ω SST

References 2

  1. Menter, F. R. (1994). Two-equation eddy-viscosity turbulence models for engineering applications. AIAA Journal, 32(8), 1598-1605. DOI 10.2514/3.12149
  2. OpenCFD Ltd. (2026). OpenFOAM user guide. openfoam.com. Web page