Hi all,
I've been using Great Stella for a short time. I saw this in an article and would love to make my own but can't seem to get the same dimensions in GS.
I've gotten close by using the "Morph duals by sizing" option but not identical. It looks like a compound of a Great Stellated Dodecahedron and Stellated Icosahedron, where the latter has a smaller outer diameter.
Any help would be appreciated.
How do I make this star?
How do I make this star?
Last edited by Philip on Tue Jul 30, 2013 1:40 pm, edited 1 time in total.
Hi,
I cannot see the image of the star, it just shows a small box where the image should be.
I cannot see the image of the star, it just shows a small box where the image should be.
Cheers,
Guy. Guy's polyhedra pages
Guy. Guy's polyhedra pages
- robertw
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What was the article about? Is there a link? Might help to identify it if the article explains anything. It's not a great stellated dodecahedron because the triangular peaks are twisted half way around, and it's not a great icosahedron because the angles are wrong. It could be a generic nothing-in-particular, or maybe a stellation of something. Almost looks like it could be a stellation of the rhombic triacontahedron, but the angles don't quite look right for that either.
- robertw
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I came pretty close. I don't think it's a stellation of anything in particular, and the angles are too steep for the components to be either a great rhombic triacontahedron or a great icosahedron.
I made each part separately then added them together after trying a few different relative scales. To create one, start with a great stellated dodecahedron and augment all faces with a pyramid, then Ctrl+Left-drag to make the peaks a bit higher. For the other one, start with a great icosahedron and augment all faces with pyramids again, and again Ctrl+Left-drag to make the peaks a bit higher. The extent of the peaks in both cases was just judged by eye. If you got it right you could recreate Magnus's model exactly in theory, but who knows how he did it.
Here's the .stel file
I made each part separately then added them together after trying a few different relative scales. To create one, start with a great stellated dodecahedron and augment all faces with a pyramid, then Ctrl+Left-drag to make the peaks a bit higher. For the other one, start with a great icosahedron and augment all faces with pyramids again, and again Ctrl+Left-drag to make the peaks a bit higher. The extent of the peaks in both cases was just judged by eye. If you got it right you could recreate Magnus's model exactly in theory, but who knows how he did it.
Here's the .stel file
- robertw
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Version 5 can indeed show tabs on the nets, including in the 3D folding view, the 2D unfolded view, and when printing too. You can choose between double-tab, single-tab or no tab methods, globally, or even per edge.
There's also many other major additions. See here:
http://www.software3d.com/History.php#50
Rob.
There's also many other major additions. See here:
http://www.software3d.com/History.php#50
Rob.