Hello everyone!
As you guys probably know, calculating the drag coefficient in SimScale gives you a graph of drag coefficient with respect to time so I was wondering if there was a way to calculate a discrete value for it.
Thanks!
Hello everyone!
As you guys probably know, calculating the drag coefficient in SimScale gives you a graph of drag coefficient with respect to time so I was wondering if there was a way to calculate a discrete value for it.
Thanks!
Hey,
Are you talking about transient analysis? Thatās the only case where Cd is given with respect to time.
For steady-state, ātimeā doesnāt mean time in seconds. It means iterations (simulation is an iterative process).
The only ārealā Cd would be the coefficient in a fully converged result set.
For example, in this steady-state analysis, the Cd values in the ellipse have no meaning. The value that really matters is the last one:
Hey @Ricardopg,
Thanks a lot for your response!
Would that mean in steady-state simulations, the last value is the only one that is relevant for other results as well such as velocity and pressure?
No problem!
Yes, in steady-state simulations, the relevant results for all parameters are the ones from last iteration (given that theyāre converged).
Hi, this may seem a bit late, but how do you know they are converged?
Perhaps, the following information may help:
CFD simulations use an iterative process to improve a solution until a limit or stable state or āconvergenceā is reached. In other words, convergence occurs when a solution no longer varies significantly. For this particular case of determining the drag coefficient, the drag coefficient reaches a stable state at or a limit value of around 0.2 (the black arrow shows this āconvergedā value of drag coefficient to be between 0 and 0.5).
This documentation page gives more examples on how to check convergence of a CFD simulation: How to Check Convergence of a CFD Simulation? | SimScale
Here are two examples for judging steady-state convergence in CFD:
āApplying a residual level for each transport equation, below which the equation is deemed to be converged. When all equations satisfy their respective residual controls, the simulation then stopsā ā convergence". This means that when your residuals (not just one) dont change significantly (this significantly is a convergence criterion number) over consecutive iterations.
āConvergence can also be determined by monitoring any suitable metric, including objective measurements from the simulation, e.g. a force coeļ¬cient, or drag coefficient. When the metric no longer changes signiļ¬cantly over subsequent steps, the simulation is stopped.ā
Adapted from: https://doc.cfd.direct/notes/cfd-general-principles/steady-state-convergence