Grasshopper

algorithmic modeling for Rhino

I am trying to find a group of points on a curve, they subdivide the curve in a typical non uniform way(the discipline is like the image.)

This is what I did, but two things I don't satisfy with:1, the density varies too much,and when I change the swing, the start point or the end point will depart from the ends of the curve.2, it doesn't divide the curve in one time, a loop exists.

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To make it clear, what I want to achieve is to have a group of points on the curve, and the distribution of these points on the curve is just in the density of the drawing(like this image), the start and end points are the two ends of the curve.

Hi!

I would go with some kind of attraction law. I heard the Nudibranch plugin is pretty powerful with them but I never used it...

Any way here's the basic principle I would use.

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Thank you! Fred!(Friend ;-P)

It's quite abstract,I try to read your gh definition!

Hello, very nice solution.

Is there any way to invert the solution? to make the points increase their separation instead of decreasing it?

what if I have multiple point attractors on the curve?

I do it not in a direct way.Maybe you have more good ideas.

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