More on this... I'm trying to simulate air resistance in a MES.
The test article is again a cantilevered beam, with a force which excites it near it's resonant frequency in order to fatigue it. I have calculated material damping using physical tests but the results still aren't matching up to reality, so I now want to incorporate damping from air resistance. I want to do this by applying probes to various nodes along the beams length measuring their speed and then using the Z velocity of the probe in the formula below.
F=-0.5*air density*Area around node*abs(velocity)*velocity* drag coefficient
The minus at the start and the abs() mean that the force should always oppose the motion and thus cause it to die down, however in practice the model quickly gets into a feedback loop and goes crazy. I've been through the help files and I can't find anything similar (I contemplated using if statements and multiple columns in the look up table for when the beam is moving in different directions but I don't see how it will help). The load curve that is relevant is number 3. Does anyone have any idea how to solve this problem? I've attached the archive.
The "huge" displacement value looks like a display problem in post-processor.
Mouse right click and do "undo zoom", your displacement shows in the right way.
Another way is 1.) close the current displacement windows, 2.) open a new one. The number looks right, since I can see reduced amplitude over there.
I'm getting displacements of something like 1*10^113m, has anything changed between algor 2010 and 2011 that could cause it to work for you and not me? I'm expecting an amplitude of about 0.025m that decays gradually in a sine wave.