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dae4god September 24, 2012 22:41

Problems with Small Values in the Rigid Body Solver
1 Attachment(s)
My simulation involves rotating a rigid body at very small angular accelerations of the order of \alpha = 4.18\times 10^{-3} rad s^{-2}. However, when I look at the Angular Acceleration Z in one of the CFD-Solver monitors (see screenshot), it shows \alpha = 0 rad s^{-2}.

Does anyone know why this happens, or how I can rotate my rigid body at small angular accelerations?

ghorrocks September 25, 2012 08:11

Have you zoomed in on the graph axes? You cannot see the small number with such a wide range.

dae4god September 25, 2012 08:58

Great suggestion!

I just looked at the CFX-Solver monitor again and I'm not sure how to zoom in. Instead, I exported the plot data and looked at the individual numerical values. Unfortunately, the Angular Acceleration still turns out to be \alpha=0.00E0 rad s^{-2}.

It still seems as if the Rigid Body Solver won't accept small values of Angular Acceleration.

ghorrocks September 25, 2012 19:00

Right click on the chart and set the properties to zoom in.

I would be very surprised if there is a minimum angular acceleration which it accepts. I suspect your issue is more that you are not extracting the acceleration from the solver correctly.

Can you post your CCL?

dae4god September 25, 2012 21:07

2 Attachment(s)
Ah, that's a clever zoom feature!

I've zoomed in and the Angular Acceleration still looks like it is sitting on 0 rad/s^2. I've attached another screenshot.

I wasn't sure if you wanted the actual CFX-Pre .CCL file, or just wanted to see the settings I used. I've done the latter and attached the CFX-Solver Output in the .txt file which shows the settings I used. If you would like the actual CFX-Pre .CCL file, let me know.

Thanks for all your suggestions and help!

hamed.majeed September 25, 2012 22:02

give the complete output file, also attach a pic showing rigid body convergence with force, torque, and mesh motion convergence.

dae4god September 25, 2012 22:23

2 Attachment(s)
Hi Hamed,

I've attached the complete CFX-Solver Output and a screenshot of the Torque and Motion convergence (there are no forces applied on the Rigid Body so there is no Force convergence plot).

Also, I have tried running the same simulation using different Rigid Body Control settings including:
  1. Every Timestep
  2. Every Coefficient Loop
  3. General Coupling Control
  4. With and without Simo Wong Angular Momentum control

As you can see from the Output File, the screenshots in this thread are for the General Coupling Control case. Only a couple of timesteps were solved, but I can restart the simulation to test anyone's theories.

hamed.majeed September 25, 2012 22:43

I had my own issues regarding rigid body convergence. I have also tried all options but rigid body does not show any convergence.

dae4god September 25, 2012 22:50

Hi Hamed,

Thanks for your reply and I had a look at your post. I believe you can set the convergence target for the motion, force and torque; similar to setting target residuals for mass and momentum.

Under the Rigid Body Control:
  1. Select either Every Coefficient Loop or General Coupling Control
  2. Check Internal Coupling Data Transfer Control
  3. Check Mesh Motion/Force/Torque Data Transfer Control
  4. Check Convergence Target
  5. Set Convergence Target
Was this what you were asking in your other thread? Have you tried using these settings?

hamed.majeed September 25, 2012 23:09

I applied residuals for torque, force, and mesh motion. Still divergent.

hamed.majeed September 25, 2012 23:17

Also I tried.

hamed.majeed September 25, 2012 23:22

I also tried.

dae4god September 26, 2012 01:37

For the torque, force and motion convergence, try bumping up the maximum number of iterations to say 100. Does this change the results?

hamed.majeed September 26, 2012 14:38


I have tried that also, results have improved yet same behavior.
I haven't explained my case. A rigid body falls under gravity in a column of fluid.

As I have shown that the rigid body convergence diverges. However, in ANSYS help I found this.

Force Convergence

It is defined as ratio of difference of forces for previous and present time step divided by the greater of the two forces.
Now, in my case the rigid body falls under gravity.
At each time step the force acting on the body differs as the rigid body rotates and translates. Is that the explanation of the curve behavior???

Also torque convergence is defined similar to force convergence but for torque.

dae4god October 1, 2012 19:57

1 Attachment(s)
Hi Hamed,

This is a screenshot of my Rigid Body Convergence for the simulation, run over a much longer time. You can see that the motion convergence is quite smooth, but the torque convergence is a bit more scattered.

Does this help?

hamed.majeed October 4, 2012 00:35

Thanks for the reply. Is this your final curve. I mean is your solution convergent for the curves shown?
How can we say the torque of rigid body converges in this scenario!
What were the rigid body settings you used.
Thank you


dae4god October 4, 2012 01:41

Hi Hamed,

The image in my last post shows the convergence levels for Motion and Torque, once all the other (mass and momentum) residuals had converged to 1E-06.

Not exactly sure if we can say that the torque and motion have converged.

You can see my Rigid Body settings from the CFX-Solver Output I posted earlier in the thread.

hamed.majeed October 4, 2012 02:34

That means the solution is not acceptable. As rigid body has not converged... shouldn't it converge for solution to be acceptable?

ghorrocks October 4, 2012 07:44

But how tight convergence is required? It may already be sufficiently converged.

A sensitivity study would help here, but as you do not appear to be able to converge tighter that might be difficult.

Of course I suggested ages ago you do a test with an initial condition of cross flow to see if this is a low Reynolds number affect but you appear to have ignored that suggestion.

hamed.majeed October 5, 2012 07:40

I will try that, thnx ghorrocks

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