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Personally, I just remove the components and replace them with a point and a mass node. You can however create inheritance parts or parts with copy geom features and replace your production part with the simplified part. This would keep the parametric nature in place.
There was a PTC/User presentation on this but it looks like it was archived. If I can dig it up I will upload it for you.
Attached is the presentation. It is old, but the fundamentals still apply.
The fundamentals in there are good - it is interesting to me that inheritance models are used instead of simplified reps. Im curious why one is chosen vs the other. The linked presentation unfortunately does not address idealizations.
At the time that presentation was put together, part reps were not part of the CAD package. That aside, inheritance models allow you to change features without changing the production part. For instance if you want to change a wall thickness you can make a varied dimension in an inheritance model to see what that change would do.
In a broad sense that is what I am doing, however since I am doing this for dozens of components I am looking for an efficient workflow if one exists since this strikes me as a fairly straightforward analysis task. Often when my workflow feels this unwieldy it is because there is a different and better workflow available to achieve the same thing.
For reasons I think are obvious, I dont want to manually calculate each CG within the part CYS then calculate the equivalent offset in the assy CYS for dozens of parts. Especially since I would have to redo the calculation any time a part changes.
Alternately, is there a way to prevent a simplified rep containing only datum geometry from being excluded from a higher level simplified rep?
Hi @JF_6099993 ,
component at point workflow.
1. The component to be used should be already in the excluded state when you pick it (show excluded in your model tree and pick it from there)
2. The point to put the component does not have to be its COG. It will use the parallel axis theorem to relocate and still have the correct mass and inertial terms. I would put this point in a visible part of the assembly either within a part or at the assembly level. I put it sort of close to where the COG is, but it does not need to be exact, nor update to the cog per my previous statement.
Note on the separate issue of automatic cog point. (for some other workflows.)
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Am I correctly understanding point 2: The initial location of the point chosen for part at point doesn't matter, once the part is assigned to the point, the point will be relocated?
In a sense, yes. The mass is relocated to the correct location. The point is not actually moved. It uses the parallel axis theorem.
We used to do this manually, it is now automatic with this newer component at point mass type.
But if that seems confusing you can just use the automatic point at COG analysis feature I discussed.
From PTC technical support
"...For a mass
element where the attachment point (to the rest of the model) is not
coincident with the center of mass for the element, how should the
inertia terms be entered?
The inertia terms are with respect to the attachment point. Thus, the
user can figure out the inertia terms with respect to the center of
mass, and then use the parallel-axis theorem to compute the inertia
terms with respect to the attachment point:
Mxx = Ixx = Icxx + m * (y^2 + z^2)
Myy = Iyy = Icyy + m * (z^2 + x^2)
Mzz = Izz = Iczz + m * (x^2 + Y^2)
Mxy = Ixy = Icxy - m*x*y
Myz = Iyz = Icyz - m*y*z
Mzx = Izx = Iczx - m*z*x
where:
c = represents mass center C
m = mass of the body
x,y,z = coordinates of the mass center C..."
Hmm this does not match my testing - here is a point off the centroid of the part to be replaced (node is rigidly linked to center of plate):
And here is the same thing but with the mass / centroid at the center of the plate:
This to me says that the location of the point chosen does matter.
This is a pretty extreme case of being off from the correct point. Also the mass is not attached in your examples. It is not connected to an element. Rigids do not count as elements. Also, why is the rigid connection showing in the second and not the first image?