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November 9, 2020 at 6:17 pm
qamar
SubscriberHi Everyone, Hope you are doing well. I was trying to run the UDF with CG_MESH_MOTION in one of the case studies and I can not find the mesh motion in mesh preview. I am hereby attaching the video file and udf that I am compiled in fluent. Can this forum please update me on where I am going wrong that I am not getting the mesh motion preview? I will appreciate your help. Thank you very much.
November 10, 2020 at 12:18 pmRob
Forum ModeratorWhich part tells the solver how fast to move? nNovember 10, 2020 at 6:56 pmqamar
SubscriberHi Rob, thank you for your reply. n/* Motion Angular Velocity */nif (t > Start && t <= Stop )n{ omega[2] = ((0.5*wo*(amin - amax))*sin(wo*(t-Start))); }n/* Stop Condition */nelsen{ /* After completeting the motion, the angular velocitynreturns to 0 rad/s. */nif (t > Stop)n{ omega[2] = 0; }n}n}n}nnI have seen few tutorials and they provide the similar UDF and mesh preview motion can be seen by using time step size and number of time steps. At least, some motion, no matter how small. But in my case, i cant see the motion at all. The attached video shows how I am proceeding. Any help? Thank you.nNovember 11, 2020 at 11:32 amRob
Forum ModeratorWhere's that in the original file? nNovember 11, 2020 at 4:44 pmqamar
SubscriberHi Mr. Rob, I do not understand what you mean. I am following this video for example, &ab_channel=VishalGanore.nIn this video, the UDF is used and mesh motion is analyzed before proceeding for the analysis. I want to see the same. The UDF in this study, what part tells it how fast to move. Can you please elaborate so that I can understand it easily. Thank you.nNovember 11, 2020 at 4:57 pmRob
Forum ModeratorIn the original code, where is the omega[2] definition? nNovember 11, 2020 at 5:38 pmqamar
Subscriber/* For anytime less than 2s, the velocity remains constant */nif (t <= Start)n{ omega[2] = 0; }nelsen{ /* For any time between Start [s] and Stop [s], then,nthe angular velocity will vary as function of time innorder to simulate an oscillatory movement. */n/* Motion Angular Velocity */nif (t > Start && t <= Stop )n{ omega[2] = ((0.5*wo*(amin - amax))*sin(wo*(t-Start))); }n/* Stop Condition */nelsen{ /* After completeting the motion, the angular velocitynreturns to 0 rad/s. */nif (t > Stop)n{ omega[2] = 0; }n}n}n}nnHi, THE definition of omega[2] is given. nNovember 11, 2020 at 8:20 pmqamar
SubscribernNovember 12, 2020 at 10:54 amRob
Forum ModeratorWhich isn't in the code you posted. As staff we're not permitted to open files or download attachments. nViewing 8 reply threads- You must be logged in to reply to this topic.
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