- Mark as New
- Bookmark
- Subscribe
- Mute
- Subscribe to RSS Feed
- Permalink
- Report
I've designed a precisely beveled pentagon and hexagon to assemble into a truncated icosahedron (soccer ball).
I can't get the assembly to work, to make the faces go together in the right places.
In this attempt, I broke the links to the original files after importing them as components, and each has a plane through each mating face as well as a perpendicular plane bisecting the face.
I copied the hexagon component and pasted it 5 times, and also made a working copy of the pentagon, which I then grounded.
I don't understand why all the hexagons have their working panes tied together--if I turn of the visibility of one plane for one instance of the hexagon, it turns off for all of them. That's not fatal, but it's probably a clue.
These hexagons can be moved independently, but they are not really independent.
I know there's no way to do this easily in Fusion, because there's no 3D snap or constraint functionality, so I have to fake it with joints and align.
Align isn't enough, because I can't align two ways at once--I can align the face planes, but if I try to align the perpendicular planes I lose the face plane alignment.
So I need a joint. I've tried putting a cylindrical joint along matching face edges, and that works until I hit OK, whereupon there's an error about removing Body1, which makes no sense to me and anyway each component has a Body1 so who knows which one the error is about.
I've tried several strategies and spent a lot of time on this, searched for methods, but no joy.
Can anyone point me in a right direction?
One puzzle is that the hexagons are not really independent. I've tried isolating them, and did break the links to the original file. How do I get several instances of a component into one assembly so that they behave sensibly?
I added the hexagon and pentagon original design files, even though I unlinked from them in the assembly, in case the problem starts inside them.
Note that the hexagon's faces are not beveled at the same angle: alternate faces bond to other hexagons, and the rest bond to pentagons. The pentagon bonds only to hexagons, so all its faces are at the same angle.
Solved! Go to Solution.