borromean rings 3d models

173662 3d models found related to borromean rings.
Borromean Rings
Borromean Rings
pinshape

A set of elliptical Borromean rings. ... A nice size for use as a fidget toy.

Borromean Rings
Borromean Rings
thingiverse

Borromean rings generalized to multiple links More in my Blog http://kitwallace.tumblr.com/post/160782195429/borromean-rings-and-more Edited to correct problem with computed link displacement - better to fix and adjust by eye than an erroneous...

Borromean Rings
Borromean Rings
thingiverse

A 3-D rendering of Borromean rings (see https://en.wikipedia.org/wiki/Borromean_rings). The design starts in Sage, export to X3D (resulting file included), then (in recent versions of Cura) import X3D directly into Cura. In Cura, scale and situate...

Borromean rings
Borromean rings
thingiverse

This is an example of Borromean rings, where no two of the ellipses are linked to each other, but they are all linked together. It is not possible to do this with perfect circles, so I used some ellipses. ...

Borromean rings
Borromean rings
thingiverse

My brother told me about these cool rings, so I designed some from pictures online. No ring is linked to another, yet the three together can't be taken apart. Print Settings Printer Brand: MakerBot ...

Borromean Rings (deformed)
Borromean Rings (deformed)
thingiverse

Just a quick hack to have a physical model. ...http://en.wikipedia.org/wiki/Borromean_rings Instructions Scale it up before printing it.

Borromean Rings [supported]
Borromean Rings [supported]
cults3d

In mathematics, the Borromean rings are three simple closed curves in three-dimensional space that are topologically linked and cannot be separated from each other, but that break apart into two unknotted and unlinked loops when any one of the three...

Borromean Rings [supported]
Borromean Rings [supported]
thingiverse

In mathematics, the Borromean rings are three simple closed curves in three-dimensional space that are topologically linked and cannot be separated from each other, but that break apart into two unknotted and unlinked loops when any one of the three...

Molecular Borromean Rings model
Molecular Borromean Rings model
thingiverse

See this wikipedia article:http://en.wikipedia.org/wiki/Molecular_Borromean_rings Chemists took on the challenge of creating a compound with the structure of the famous Borromean rings, three rings linked together among which no two are linked. The...

Borromean rings collection
Borromean rings collection
pinshape

SummaryThe Borromean rings consist of three rings with the property that no two of the rings are linked, even though all three rings together cannot come apart. Print all together or a ring at a time with assembly while the third ring is printing.

Borromean rings collection
Borromean rings collection
thingiverse

The Borromean rings consist of three rings with the property that no two of the rings are linked, even though all three rings together cannot come apart. Print all together or a ring at a time with assembly while the third ring is printing. The...

Borromean rings collection
Borromean rings collection
myminifactory

The Borromean rings consist of three rings with the property that no two of the rings are linked, even though all three rings together cannot come apart. Print all together or a ring at a time with assembly while the third ring is printing. The...

Borromean rings
Borromean rings
thingiverse

three simple closed curves in three-dimensional space that are topologically linked and cannot be separated from each other, but that break apart into two unknotted and unlinked loops when any one of the three is cut or removed (wikipedia)

Borromean Ring
Borromean Ring
grabcad

Borromean Ring eq1. 2*sin(t)+1, 2*cos(t), .75-exp(-(2*sin(t)+1)^2) eq2. 2*sin(t)-1, 2*cos(t), - .75+exp(-(2*sin(t)-1)^2) eq3. ...2*sin(t), sqrt(3)+2*cos(t), 0 t = 0 ~ 2*pi

Borromean Rings Print in place/no support
Borromean Rings Print in place/no support
prusaprinters

MUST USE BRIM!!!! A print in place (no support) of Borromean Rings, three interlocked rings: https://en.wikipedia.org/wiki/Borromean_rings not for the faint of heart….. this print will test everything, even your nerves. The contact...

Borromean Rings - Math Art by @Dizingof
Borromean Rings - Math Art by @Dizingof
grabcad

Borromean Rings - 3 separated shells weaved into one another with an organic "touch". Size: 100x100x30mm Wall thickness: ~2mm This design is licensed under the Attribution - Non-Commercial - Creative Commons license. ... © 2012 by Dizingof

Borromean rings with Support (printable version)
Borromean rings with Support (printable version)
thingiverse

In mathematics, the Borromean rings consist of three topological circles which are linked and form a Brunnian link (i.e., removing any ring results in two unlinked rings). ...In other words, no two of the three rings are linked with each other as a Hopf...

Borromean rings collection Free 3D print model
Borromean rings collection Free 3D print model
cgtrader

The Borromean rings consist of three rings with the property that no two of the rings are linked, even though all three rings together cannot come apart. Print all together or a ring at a time with assembly while the third ring is printing. The...

Borromean rings with stand
Borromean rings with stand
prusaprinters

<p>This model is featured in figure 5.12 of <a href="http://3dprintmath.com">Visualizing Mathematics with 3D Printing</a>.</p> Category: Math

Borromean rings with stand
Borromean rings with stand
thingiverse

This model is featured in figure 5.12 of Visualizing Mathematics with 3D Printing.

Openbuilds with Borromean ring
Openbuilds with Borromean ring
thingiverse

FAQ: http://www.thingiverse.com/shivinteger/about [>>>] Generating Attributions log: [0] Thing Title : Ricks Z-Top for MendelMax 8mm [0] Thing URL : http://www.thingiverse.com/thing:22820 [0] Thing Author : jib [0] Thing Licence : Creative Commons -...

Anillos de Borromeo (Borromean Rings)
Anillos de Borromeo (Borromean Rings)
thingiverse

[ES] Puzzle plano que hace analogía de las proyecciones en 3D de figuras 4D. ... [EN] Flat puzzle that makes analogy of 3D projections of 4D figures.

Borromean Bangles
Borromean Bangles
cults3d

In case you didn't know the Borromean rings (named after the family whose coat of arms bears the symbol) have the unique property that no two rings are interlocking. ...Check out Vi Harts video on Borromean rings...

Borromean Bangles
Borromean Bangles
thingiverse

In case you didn't know the Borromean rings (named after the family whose coat of arms bears the symbol) have the unique property that no two rings are interlocking. Check out Vi Harts video on Borromean rings...

Parametric Borromean Weave V2
Parametric Borromean Weave V2
thingiverse

These are the different parameters that can be varied: angle - The angle of the lines of the mesh from the vertical radius - Thickness of line segments length - Length of line segments rows - Number of Borromean rings along the y-axis columns -...

Borromean rectangles
Borromean rectangles
thingiverse

It is a simple rectangular version of Borromean rings, which are rings that cannot come apart even though no single ring is linked through any other. Simply print two intact links and one pair of links with joints. The joining link should be...

Borromean Bangles Free 3D print model
Borromean Bangles Free 3D print model
cgtrader

In case you didn't know the Borromean rings (named after the family whose coat of arms bears the symbol) have the unique property that no two rings are interlocking. ... Check out Vi Harts video on Borromean rings here: youtube.com/watch?v=heKK95DAKms

Rings
Rings
thingiverse

https://www.tinkercad.com/things/cXyr50hIRsq-daring-curcan/editv2 Borromean Rings and Burrunian Rings

PLM Ring
PLM Ring
grabcad

Borromean ring Designed in CATIA 3DExperience

Borromean hairpins
Borromean hairpins
thingiverse

Video. ... This is another moving geared thing, joint work with Saul Schleimer. The three pins can move against each other, but must all move together - no one pin can move on its own. Borromean hairpins is also available at Shapeways.