umbilic torus 3d models
1603 3d models found related to umbilic torus.
thingiverse
Different sizes More about the [Umbilic torus](https://en.wikipedia.org/wiki/Umbilic_torus)
thingiverse
http://youtu.be/rNvY_mW_nvw More info: https://en.wikipedia.org/wiki/Umbilic_torus
thingiverse
The shape I've provided is not an exact Umbilic Torus because the cross section is not a deltoid. I did this for asthetic reasons and to make the printing come out nicer. I intentionally made the edge have a finite width for 3D printing. Also in my...
thingiverse
A 3-D rendering of an umbilic torus. The design starts in Sage, export to X3D (resulting file included), then import X3D into Blender. In Blender, edit to remove artifacts Sage leaves behind, like a cube of lines around the figure. Now export to...
thingiverse
The result is an umbilic torus that rotates a full 120 degrees through 2pi and grows and shrinks as it travels. Instructions Only support from the platform is necessary for printing. ...There's a...
thingiverse
The mathematical description (see http://en.wikipedia.org/wiki/Umbilic_torus) did not easily yield a printable surface, so we modeled it as a rotating triangle in OpenSCAD. The attached code does the equivalent of a rotate_extrude command, with a...
myminifactory
It only has one side, it only has one edge. You can put an LED strip on the inside for a mezmerizing effect. Requires a few supports for the bottom.
cults3d
Do your best to navigate an endless corridor and find yourself right back where you started every three passes. ... This is the latest in our Knick-Knacks series, where we’re exploring shapes in their most complex and intriguing forms.
cults3d
Do your best to navigate an endless corridor and find yourself right back where you started every three passes. ... This is the latest in our Knick-Knacks series, where we’re exploring shapes in their most complex and intriguing forms.
grabcad
Just a Torus I made for practice. ...Definitely not my best renderings, but they're just to illustrate the idea of the model.
grabcad
Torus generated by equations in cylindrical coordinate system: r = 10 + 3*sin (360*2*t) theta = t * 360 z = 3*cos (360*2*t) practical application is wastebasket.
grabcad
In geometry, a torus (plural tori, colloquially donut) is a surface of revolution generated by revolving a circle in three-dimensional space about an axis that is coplanar with the circle.
grabcad
In this tutorial video I will show you how to design Torus with hexagonal mesh in Solidworks.& I hope you will enjoy the tutorial.Subscribe my channel for more videos & projects in solidworks & don't forget to hit like ,share and comment...