3.5. Output Configuration#
Outputs control what data Flow360 writes during and after a simulation. You can export flow field data on volumes, surfaces, slices, isosurfaces, and at probe points—each with configurable fields and save frequency. Additionally, you can configure force and moment outputs, including total forces on specific models and custom force distributions along arbitrary directions. Results are saved in ParaView (.vtu/.vtp), Tecplot (.szplt), or CSV formats.
Important
Outputs must be configured before running the simulation. Data that was not requested in the output configuration cannot be retrieved after the simulation completes. You would need to re-run the case with the desired outputs enabled.
Available Outputs#
The table below lists all available output types. It also contains links to the documentation of each type for both the GUI and the Python API interfaces. The File column shows the path to the file that contains the data produced by each output for custom post-processing.
Output Type |
Data |
Availability |
File |
|---|---|---|---|
Volume Output |
Flow field data throughout the computational volume |
|
|
Time-averaging Volume Output |
Time-averaged flow field data throughout the volume |
|
|
Surface Output |
Flow field data on geometry or volume mesh boundaries |
|
|
Time-averaging Surface Output |
Time-averaged flow field data on surfaces |
|
|
Slice Output |
Flow field data on user-defined slice planes |
|
|
Time-averaging Slice Output |
Time-averaged flow field data on slice planes |
|
|
Probe Output |
Flow field data monitoring during simulation |
|
|
Time-averaging Probe Output |
Time-averaged monitoring data |
|
|
Surface Probe Output |
Flow field data at specific points projected onto surfaces |
|
|
Time-average Surface Probe Output |
Time-averaged data at specific surface points |
|
|
Surface Slice Output |
Flow field data on slices of surfaces |
|
|
Isosurface Output |
Flow field data on surfaces of constant variable value |
|
|
Time-averaging Isosurface Output |
Time-averaged flow field data on isosurfaces |
GUI, API |
|
Surface Integral Output |
Surface integral data |
GUI, |
|
Aeroacoustic Output |
Data for aeroacoustic analysis at observer positions |
|
|
Force Output |
Force and moment coefficient outputs with optional statistics |
|
|
Force Distribution Output |
Custom force and moment distribution along a specified direction |
|
|
Time-averaging Force Distribution Output |
Time-averaged custom force and moment distribution |
|
|
Streamline Output |
Streamline visualization data |
N/A |
|
Time-averaging Streamline Output |
Time-averaged streamline visualization data |
N/A |
Output Fields#
Note
The fields listed below are the default output fields provided by Flow360. All values are non-dimensional unless otherwise noted. See Non-Dimensional Outputs for dimensionalization formulas.
Important
Custom and Dimensional Outputs: Use User Variables to define custom output expressions or to output existing fields in dimensional units (e.g., velocity_m_per_s, pressure_pa, wall_shear_stress_magnitude_pa). See Units & Expressions for details.
Universal Fields#
Available for all output types (Volume, Surface, Slice, Isosurface, Probe):
Name |
Description |
|---|---|
|
Coefficient of pressure Eq.(3.8.10) |
|
Coefficient of total pressure Eq.(3.8.12) |
|
Gradient of primitive solution |
|
k and omega when using the kOmegaSST model |
|
Mach number |
|
Turbulent viscosity |
|
Ratio between turbulent viscosity and freestream dynamic viscosity \(\mu_t/\mu_\infty\) |
|
Spalart-Allmaras variable, nuHat |
|
Primitive solution: rho, u, v, w, p (density, 3 velocities and pressure) |
|
Q criterion |
|
5 components of the N-S residual |
|
Residual for the transition model |
|
Residual for the turbulence model |
|
Entropy |
|
Solution for the N-S equation in conservative form |
|
Solution for the transition model |
|
Solution for the turbulence model |
|
Temperature |
|
Velocity vector |
|
Velocity magnitude |
|
Pressure |
|
Vorticity vector |
|
Vorticity magnitude |
|
Wall distance |
|
Sensor showing where the numericalDissipationFactor has been increased |
|
Residual for the heat equation solver |
|
Velocity vector from which velocity of a non-inertial frame is subtracted. Equals 0 on any no-slip walls within rotational blocks. |
|
Low-Mach preconditioner factor |
Surface-Specific Fields#
Available only for Surface Output and Surface Probe Output:
Name |
Description |
|---|---|
|
Skin friction coefficient magnitude |
|
Skin friction coefficient vector Eq.(3.8.8) |
|
Non-dimensional wall distance (y⁺) |
|
Total force per unit area (pressure + friction) |
|
Wall normal direction |
|
Heat flux |
|
Heat transfer coefficient (static T reference) |
|
Heat transfer coefficient (total T reference) |
|
Wall model quality indicator (beta) |
|
Wall shear stress magnitude |
Volume and Slice-Specific Fields#
Available only for Volume Output and Slice Output:
Name |
Description |
|---|---|
|
BET disk metrics: VelocityRelative, AlphaRadians, CfAxial, CfCircumferential, TipLossFactor, etc. (with overlap) |
|
Same as betMetrics but each BETdisk has its own output (no overlap) |
|
Linear residual of Navier-Stokes solver |
|
Linear residual of turbulence solver |
|
Linear residual of transition solver |
|
Hybrid RANS-LES output for Spalart-Allmaras solver (supports both DDES and ZDES) |
|
Hybrid RANS-LES output for kOmegaSST solver (supports both DDES and ZDES) |
|
Local CFL number |
Hybrid RANS-LES Model Outputs#
The SpalartAllmaras_hybridModel and kOmegaSST_hybridModel output fields provide diagnostic variables for hybrid RANS-LES simulations (DDES and ZDES). These fields are available for Volume Output and Slice Output only.
Important
Requirements:
SpalartAllmaras_hybridModelcan only be specified when using the Spalart-Allmaras turbulence model with hybrid RANS-LES enabled (DDES or ZDES).kOmegaSST_hybridModelcan only be specified when using the kOmegaSST turbulence model with hybrid RANS-LES enabled (DDES or ZDES).Hybrid models require unsteady simulations—they are not available for steady-state cases.
The specific variables included in each hybrid model output depend on the shielding function used:
DDES Variables#
When shielding_function="DDES", the hybrid model output includes five variables:
``f_d`` — The shielding function that delineates RANS and LES regions. When
f_d= 0, RANS is fully applied; whenf_d= 1, LES is used. Intermediate values represent a smooth transition between regimes.``r_d`` — A modified ratio of the modeled length scale to the wall distance, from which
f_dis derived.``DDES_lengthRANS`` — The wall distance from the computational cell to the nearest solid boundary.
``DDES_lengthScale`` — The characteristic DES length scale: \(\tilde{d} \equiv d - f_d \max(0, d - C_{DES}*\Delta)\)
``DDES_lengthLES`` — The characteristic LES length scale: \(C_{DES}*\Delta\)
Among these variables, f_d is the most significant for identifying and visualizing regions dominated by RANS vs. LES behavior.
ZDES Variables#
When shielding_function="ZDES", the hybrid model output includes four variables:
``ZDES_fp`` — The enhanced shielding function that determines whether RANS or LES is used. When
ZDES_fp= 0, RANS is active; whenZDES_fp= 1, LES is active. This function is computed fromZDES_fd,ZDES_fR, andZDES_fp2.``ZDES_fd`` — Original DDES shielding function used in computing
ZDES_fp.``ZDES_fR`` — Component that disables or inhibits the secondary shielding function in regions where vorticity magnitude increases away from walls (designed to disable the secondary shielding where a shear layer is detected above a wall). Used in computing
ZDES_fp.``ZDES_fp2`` — Causes the model to revert to RANS mode in the outer portion of boundary layers. Used in computing
ZDES_fp.
See also
Outputs API Reference — Python API classes for all output types
Non-Dimensional Outputs — formulas to convert non-dimensional values to physical units
User Variables — define custom expressions and dimensional outputs
Units & Expressions — unit-aware variable system
Results Processing — processing the results after the simulation
Formulations — overview of turbulence models and their equations