Yoan
Mechanical
- Mar 10, 2009
- 5
Hi,
I'm attempting to do a vibration analysis using Pro-Mechanica WF4. Essentially, I'm trying to predict the vibration response of a unit, attached to a mounting plate with 4 bolts in the corners, with this assembly attached to a shaker table with 6 bolts.
I'm looking at the unit and its mounting plate specifically. The issue I'm having is that when I assemble the unit to its mounting plate, Mechanica takes the base of the unit and the mounting plate to be bonded; basically fully welded together. Intuitively, this is not correct.
When the unit is pushing down against its mounting plate, then I suppose the bonded interface would provide a close enough approximation. However, the unit should be free to pull away from its mounting plate save for the 4 bolts. The unit should be able to rattle relative to the mounting plate.
Normally, if I were doing a static analysis I would just define a contact region between the unit and the mounting plate. However, when I go to run my modal analysis Mechanica tells me that contact regions are only for static analysis.
Likewise, if I look at the mounting plate interface to the shaker table, and I take the shaker table to be infinitely stiff and heavy, then the mounting plate can only deform "up". When it tries to deform down into the shaker table, then my theoretical shaker table should prevent this. Essentially, aside from the 6 fully constrainted mounting points, the mounting plate should be free in +Z, but constrained in -Z
Any thoughts?
I'm attempting to do a vibration analysis using Pro-Mechanica WF4. Essentially, I'm trying to predict the vibration response of a unit, attached to a mounting plate with 4 bolts in the corners, with this assembly attached to a shaker table with 6 bolts.
I'm looking at the unit and its mounting plate specifically. The issue I'm having is that when I assemble the unit to its mounting plate, Mechanica takes the base of the unit and the mounting plate to be bonded; basically fully welded together. Intuitively, this is not correct.
When the unit is pushing down against its mounting plate, then I suppose the bonded interface would provide a close enough approximation. However, the unit should be free to pull away from its mounting plate save for the 4 bolts. The unit should be able to rattle relative to the mounting plate.
Normally, if I were doing a static analysis I would just define a contact region between the unit and the mounting plate. However, when I go to run my modal analysis Mechanica tells me that contact regions are only for static analysis.
Likewise, if I look at the mounting plate interface to the shaker table, and I take the shaker table to be infinitely stiff and heavy, then the mounting plate can only deform "up". When it tries to deform down into the shaker table, then my theoretical shaker table should prevent this. Essentially, aside from the 6 fully constrainted mounting points, the mounting plate should be free in +Z, but constrained in -Z
Any thoughts?