Hi,
Here are a couple of thoughts before I forget.
- There is an option under "Manage > Settings > General > Remove rigid body modes" which is useful for situations where the model is under constrained. It might be useful in your situation, but it has some tight requirements in order for it to be used properly. (See this page for more information: http://help.autodesk.com/view/fusion360/ENU/?guid=SIM-RIGID-BODY-MODE-GUIDE-CONCEPT). I find it just as easy to apply constraints, and that gives me a feeling that I know what the analysis is doing.
- You mentioned the temperature reducing the strength. None of that is part of the analysis. The material properties are what you enter (which must be based on the anticipated temperature of the material). You can apply a temperature of a million degrees, and the strength is what you entered. (Actually, a linear static stress analysis does not care about the allowable limits, other than reporting the factor of safety, so the results can go up to a million psi.)
I am still not clear what the real constraints are, if any. Since you mentioned applying equal and opposite loads, I will assume that there are no constraints in real life (other than someone or something holding the frame and pulling on it). The following constraints are inspired by the fact that the model, loads, and results are symmetric. If you would slice your model in the YZ plane through the middle, you could actually analyze half of the model and get the same results.
See the attached image to better understand the description of my constraints. Also keep in mind that constraints are to prevent the model from translating in X, Y, Z (UX, UY, UZ) and rotating about X, Y, Z (RX, RY, RZ).
- If the model were sliced, you would apply a symmetry constraint to the cut face. That is, UX is fixed. Although your model is not sliced, selecting the edge A-C and applying a UX constraint makes it behave similarly. This limits the model in UX and RY motions, but the other 4 motions would still be free. (Restricted motion in UX should be obvious. If you think about trying to rotate the model about any Y axis, that is also restricted because the nodes on edge A-C would need to translate in the X direction in order to rotate the frame about the Y axis, and the UX constraint prevents that.)
- The vertical (Y direction) and front-to-back motion (Z direction) can be measured from any point in real life. If edge A-B were fixed in UY and UZ, that provide that "measurement point" and would prevent motion of the model in 5 directions. The model would only be free to rotate about RX. (Specifically, it can rotate about an X axis that passes through the edge A-B because no other constraint yet prevents that rotation.) Note that applying UY to this edge implies that the bar is not going to bend across the 3 mm width. In other words, line A-B does not bend. This is not true in reality but probably very close to reality given the small size. (If the calculated stress is high, you will know this constraint is wrong.)
- To prevent the model from rotating about the X axis passing though edge A-B, constrain any other point in the model in Y translation. Point C is a good choice for the UY constraint.
I just realized that I made a mistake with the UY constraint, but I am too far into it to change now. 🙄 In my setup, the X reaction forces will be close to 0 because the applied forces are equal and opposite. The Z reaction forces will be close to 0 because there is no load in the Z direction and no twisting that would cause a reactionary moment. The vertical reaction force would appear at the constraints in step 2, and that is a problem. (And this is why you check all of the results: displacement, stress, reactions, etc. Just because 2 of them look reasonable doesn't mean that all of them are reasonable!)
Depending on how the 8 lb vertical load is resisted, it may be better to apply half of the load to each "arm" of the frame (the same location where the 16 lb loads are applied). Then if the Y reaction force due to the constraints applied in step 2 will be close to 0, and the result will be successful. As it is with the above constraints, the 8 lb vertical load is resisted at the front and back of the top bar which is not realistic.
If this frame is resting on a table, some of the nodes on the bottom of the frame will contact the table, and the displacement will cause other nodes to lift off of the surface. In this case, you would model the table and use separation contact. (Frictionless or UY constraint on the bottom surface would imply that the frame cannot lift off of the table, and that would not be realistic.)
Sorry to be long winded, but I hope it helps.
John Holtz, P.E. Global Product Support
Autodesk, Inc. If not provided, indicate the version of Inventor Nastran you are using.If the issue is related to a model, attach the model! See What files to provide when the model is needed.