Grasshopper

algorithmic modeling for Rhino

I have two circles in grasshopper. The inner circle is left alone and the outer circle is rotated. Then they are both divided into equal length segments. The division points are then rearranged with flip matrix.

This way I was hoping to connect the two top points with each other. I would expect that I could connect those two points (highlighted in green) no matter how much or little I rotate the outer circle. But that's not what happens...

Any ideas or insights? I really don't understand what's going on.

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This def connects the two top points. Let me know if this is what you wanted?

Cheers!

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Thank you Arie-Willem!

That works fine with two circles. Not sure about how it would work with many circles. The idea is to create maybe 20 circles with say 20 division points and connect those points. Here's 4 circles with one division point.

As to why it is happening I cannot say (as I'm 0 for 1 today in pointing the finger at bug I'm going to refrain from any possible false accusations)

But a work around would be to rotate your inner circle by a tiny amount to take it out of plane.

Obviously a horrendous solution but needs must 

Thanks Danny!

My first thought when things get weired is always that it's a bug, though I usually wait a bit before I say so in this forum... 

Anyway, your suggestion does make it a bit better. Here I've added a couple of circles and with a small rotation I get what I was expecting.

But with a bit more rotation the problem is back.

It's like in this particular case, with this amount of rotation that Grasshopper connects the three inner circles correctly, but then chooses the wrong side of the outermost circle.

Ok, now I do think I have to ask, is this a bug?

The circle to the left uses the Vector rotation component,  and the one to the right is rotated with the Rotate axis component.

What I was expecting is that they both would behave like the circle to the right when rotated.

 

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See this discussion for why the left circle doesn't orient the same as the right one does

Thanks Hannes!

Feels good to have an explanation. Just have to remember this the next time.

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