Documentation
This document lists all the possible result outputs in terms of physical quantities/variables per analysis type after a simulation is performed in SimScale.
Simulations carried out in the SimScale platform can be post-processed via our online integrated post-processing environment. In addition, OpenFoam and LBM Solver results can also be exported as an OpenFOAM case file that can be downloaded and stored locally, and post-processed in 3rd party applications such as the open-source ParaView post-processor.
To learn more about the result control feature for fluid flow analysis in SimScale please refer to this page.
Quantity | Symbol | Type | SI Unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Turbulent kinematic viscosity (nut) | \(\nu_{t}\) | Scalar | \(m^2/s\) | Default |
Turbulent dissipation rate | \(\epsilon\) | Scalar | \(m^2/s^3\) | Default |
Turbulent specific dissipation rate (omega) | \(\omega\) | Scalar | \(1/s\) | Default |
Wall shear stress | Vector | \(N/m^2\) | Requested | |
Vorticity | Vector | \(1/s\) | Requested | |
Dimensionless wall distance | \(y+\) | Scalar | Requested | |
Reynolds stress tensor | Tensor | \(N/m^2\) | Requested | |
Total pressure | \(p_{t}\) | Scalar | \(Pa\) | Requested |
Pressure Coefficient | \(C_{p}\) | Scalar | Requested |
Data plots are displayed as 2D plots on the platform with the field against time in the x. The plots can be downloaded in many types of images, but importantly, they can be downloaded as CSV files for further processing.
Quantity | Symbol | Type | SI Unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Temperature | \(T\) | Scalar | \(K\) | Default |
Density | \(\rho\) | Scalar | \(kg/m^3\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Turbulent kinematic viscosity (nut) | \(\nu_{t}\) | Scalar | \(m^2/s\) | Default |
Turbulent dissipation rate | \(\epsilon\) | Scalar | \(m^2/s^3\) | Default |
Turbulent specific dissipation rate (omega) | \(\omega\) | Scalar | \(1/s\) | Default |
Turbulent thermal diffusivity (alphat) | \(\alpha_t\) | Scalar | \(kg/ms\) | Default |
Wall shear stress | Vector | \(N/m^2\) | Requested | |
Dimensionless wall distance | \(y+\) | Scalar | Requested | |
Reynolds stress tensor | Tensor | \(N/m^2\) | Requested |
Quantity | Symbol | Type | SI Unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Non-hydrostatic Pressure (Modified Pressure) | \(p\_rgh\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Temperature | \(T\) | Scalar | \(K\) | Default |
Density | \(\rho\) | Scalar | \(kg/m^3\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Turbulent kinematic viscosity (nut) | \(\nu_{t}\) | Scalar | \(m^2/s\) | Default |
Turbulent dissipation rate | \(\epsilon\) | Scalar | \(m^2/s^3\) | Default |
Turbulent specific dissipation rate (omega) | \(\omega\) | Scalar | \(1/s\) | Default |
Turbulent thermal diffusivity (alphat) | \(\alpha_t\) | Scalar | \(kg/ms\) | Default |
Net radiative heat flux (Radiation toggled on) | Scalar | \(W/m^2\) | Default | |
Mean radiant temperature (Radiation toggled on) | Scalar | \(K\) | Default | |
Passive Scalar (Passive species toggled on) | Scalar | Default | ||
Wall shear stress | Vector | \(N/m^2\) | Requested | |
Dimensionless wall distance | \(y+\) | Scalar | Requested | |
Predicted Mean Vote (PMV) | Scalar | Requested | ||
Predicted Percentage of Dissatisfied (PPD) | Scalar | Requested |
Quantity | Symbol | Type | SI Unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Non-hydrostatic Pressure (Modified Pressure) | \(p\_rgh\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Temperature | \(T\) | Scalar | \(K\) | Default |
Density | \(\rho\) | Scalar | \(kg/m^3\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Turbulent kinematic viscosity (nut) | \(\nu_{t}\) | Scalar | \(m^2/s\) | Default |
Turbulent dissipation rate | \(\epsilon\) | Scalar | \(m^2/s^3\) | Default |
Turbulent specific dissipation rate (omega) | \(\omega\) | Scalar | \(1/s\) | Default |
Turbulent thermal diffusivity (alphat) | \(\alpha_t\) | Scalar | \(kg/ms\) | Default |
Enthalpy | \(h\) | Scalar | \(J/kg\) | Default |
Net radiative heat flux (Radiation toggled on) | Scalar | \(W/m^2\) | Default | |
Mean radiant temperature (Radiation toggled on) | Scalar | \(W/m^2\) | Default | |
Wall shear stress | Vector | \(N/m^2\) | Requested | |
Dimensionless wall distance | \(y+\) | Scalar | Requested | |
Predicted Mean Vote (PMV) | Scalar | Requested | ||
Predicted Percentage of Dissatisfied (PPD) | Scalar | Requested |
Quantity | Symbol | Type | SI unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Non-hydrostatic pressure (Modified Pressure) | \(p\_rgh\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Turbulent kinematic viscosity (nut) | \(\nu_{t}\) | Scalar | \(m^2/s\) | Default |
Turbulent specific dissipation rate (omega) | \(\omega\) | Scalar | \(1/s\) | Default |
Density | \(\rho\) | Scalar | \(kg/m^3\) | Default |
Phase fraction | \(T1\) | Scalar | Default |
Quantity | Symbol | Type | SI unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Relative velocity | Vector | \(m/s\) | Simulation with rotating parts | |
Mass averaged pressure | \(pt\ [mass\_averaged]\) | Scalar | \(Pa\) | Default |
Volumetric flow rate | \(Q_v\) | Scalar | \(m^3/s\) | Default |
Mass flow rate | \(Q_m\) | Scalar | \(kg/s\) | Default |
Density | \(\rho\) | Scalar | \(kg/m^3\) | Default |
Displacement | Scalar | \(m\) | Simulation with rotating parts, Multiphase | |
Phase fraction | \(T1\) | Scalar | – | Multiphase |
Temperature | \(T\) | Scalar | \(K\) | Compressible |
Total Temperature | \(T_{t}\) | Scalar | \(K\) | Compressible |
The incompressible LBM can also be downloaded, stored locally and post-processed in 3rd party post-processors such as the open-source ParaView. The export format for this solver is the encase format.
Quantity | Symbol | Type | SI unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
Dimensionless wall distance | \(y+\) | Scalar | Default | |
Vorticity | Vector | \(1/s\) | Requested | |
Friction velocity | Vector | \(m/s\) | Requested | |
Surface normal | Requested |
Data plots are displayed as 2D plots on the platform with the field against time in the x. The plots can be downloaded in many types of images, but importantly, they can be downloaded as CSV files for further processing. There are also options to do statistical analysis on the time-dependent data, including mean, max, min, standard deviation, and root mean square (RMS).
The pedestrian wind comfort analysis type is based upon the incompressible LBM solver\(^1\) and can also be downloaded, stored locally and post-processed in 3rd party post-processors such as the open-source ParaView. The export format for this solver is the encase format. These fields for pedestrian comfort will be interpolated 2D plots.
Quantity | Symbol | Type | SI unit | Availability |
Pressure | \(p\) | Scalar | \(Pa\) | Default |
Velocity | \(U_x\), \(U_y\), \(U_z\) | Vector | \(m/s\) | Default |
Velocity magnitude | \(UMag\) | Scalar | \(m/s\) | Default |
Turbulent kinetic energy | \(k\) | Scalar | \(m^2/s^2\) | Default |
The output results for solid mechanics analysis types are sophisticated and well explained in our standard document on result control for structural analysis:
References
Last updated: December 27th, 2023
We appreciate and value your feedback.
Sign up for SimScale
and start simulating now