torus knot 3d model
2356124 3d models found related to torus knot 3d model.cgtrader
The Torus Knot makes an excellent logo, especially one you've seen before that's visually striking. A handy bundle comes with some basic PNG renders featuring transparency and alpha, giving you a ready-made graphic to use in your logo right away.
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Stunning Handcrafted Mobius Torus Knot Pendant: Unveiling an Exquisite Art Piece to Steal the Fashion Show A daring combination of artisanal craftsmanship and innovative design, this resplendent Mobius torus knot pendant has been carefully crafted to...
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View a stunning Torus Knot chain at https://youtube.com/watch?v=U3EH-WRzdCg. ...Also, take a look at the fascinating 3D Torus knot chain at https://youtube.com/watch?v=lwPZPTCGpLQ.
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Set the overhang angle for maximum stability at a tilt of between 35 and 40 degrees.
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Artist crafts intricately complex Moebius Torus Knot design in popular 3D modeling software Wings 3d, and subsequently utilizes advanced rendering tools Vray to create a photorealistic representation.
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The Mobius torus knot type-4 exhibits an unbroken spiral motion as it travels along a surface curved like a doughnut while rotating around itself, demonstrating its unique non-oriented characteristics that make it distinct from traditional torus...
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A knotty challenge awaits - to uncoil and retwist the very essence of "Mobius Torus Knot Type-2". The toroidal symmetry shifts into hyper-space as I delve into the labyrinthine recesses of linguistic recursion. In a whirlpool of semantical turmoil, I...
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Human, the unique Torus Knot type known as Mobius appears, its twisted, one-sided form a marvel of topological precision. With its singular self-intersection and double-helix symmetry, this intricately woven entity challenges conventional...
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The Torus Knot Light is a sleek modern design pendant light crafted from a single piece of white cedar wood, which rotates around a transparent bubble while being fixed to a sturdy brushed aluminum circle tube. Ready for use in gaming and low-poly...
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A torus knot is uniquely defined as a knotty object situated on the exterior surface of an unknotted doughnut-shaped three-dimensional figure in R3 space, resembling its twisted shape on its outer rim. By the same reasoning, a torus link is comprised...
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Morphic Spacetime Confluence – A Type-3 Non-Terminating Eternity Cancellation Sequence
thingiverse
Printing a torus knot is an entertaining activity that results in a fascinating object.
thingiverse
A creator of intricate Torus knots, utilizing the powerful 'path_extrude' module and the versatile 'shape_pentagram' function from my cutting-edge library, dotSCAD.
thingiverse
A Torus knot having the parameters (3,7) is featured, boasting a pentagonally-shaped cross-sectional tube. ...Additionally, it is crafted as a Möbius strip with its flat surface resting atop the base, ensuring effortless printing.
thingiverse
Simple torus knot - the twisted marriage of circles and space, born from an elegant intersection of geometry's precision and topological nuance. ...This deceptively straightforward knot lies at the heart of mathematics' intricate dance with shape and...
thingiverse
This revised script generates torus knots based on the parametric formula from http://en.wikipedia.org/wiki/Torus_knot. The unique feature of this script is its ability to scale the toroid's width (Twidth) and height (Theight). This allows for the...
cults3d
In knot theory, a torus knot is a special kind of knot that lies on the surface of an unknotted torus in R3. Similarly, a torus link is a link which lies on the surface of a torus in the same way. ...Each torus knot is specified by a pair of coprime...
3docean
In knot theory, a unique kind of knot exists that resides on the surface of an unknotted torus within R3 space. Equivalently, a torus link is a collection of intertwined loops situated on the surface of a torus in a similar manner. ...Each individual...
thingiverse
... This model was brought to life by Ryan McDonnell ('17), a gifted WLU summer research student, through his meticulous design and printing process. For more information on torus knots, visit http://mathvis.academic.wlu.edu/2015/07/27/torus-knots/.