Memuat
Memuat
One-sided Mobius surface from parametric equations
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The Mobius strip is built straight from its equations: x = (R + v cos(k u/2)) cos u, y = (R + v cos(k u/2)) sin u, z = v sin(k u/2), with u running around the circle and v across the strip width. A grafted data tree forms the u x v point grid made into Surface From Points. The Half Twists slider changes k so the strip can be twisted half a turn (classic Mobius) or more. The strip edges are piped to emphasise the form.
The real Grasshopper canvas: 28 components joined by 33 wires.


The real project file is available. It is not just the pictures on this page: you get the working definition with every component and wire in place. It can be downloaded after payment, and we send the download link by WhatsApp or email.
ZIP: .gh + .ghx + baked .3dm + images
None. It uses only the components built into Grasshopper.
Yes. The pictures on this page are only previews. After payment we send the download link of the real project file (a ZIP containing the .gh and .ghx definition, the baked .3dm, images and a BACA-DULU.txt note) by WhatsApp or email.
The file was made in Rhino 8 with Grasshopper (Rhino 8). Newer versions open it too.
Yes, as a separate order. Message us on WhatsApp with a short description of the size and shape you want.
Images are real captures of Rhino 8 and Grasshopper taken from the project files. Rhino and Grasshopper are trademarks of Robert McNeel & Associates.
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