infinite knot 3d models
8843 3d models found related to infinite knot.
thingiverse
This is a remix from this model : https://www.myminifactory.com/object/3d-print-infinite-knot-2296 I used blender to remesh and to create bumps. ... Printed 0.15 (0.20 could be enough) with 10% infill.
myminifactory
Inspired by Tibetan Buddhism the infinite knot is an important symbol throughout the world and a sign of " the interweaving of the spiritual path, the flowing of time and movement within that which is eternal. ...All existence, it says, is bound by time...
cults3d
check out my other flip_figurines====---- flip_figurines ----==== The endless knot or eternal knot (Sanskrit: śrīvatsa; simplified Chinese: 盘长结; traditional Chinese: 盤長結; pinyin: pánzhǎng jié; Tibetan དཔལ་བེའུ། dpal be'u; Mongolian Түмэн өлзий) is a...
thingiverse
also check out my oyher designs https://www.thingiverse.com/Syzguru11/collections/myrings
thingiverse
infinite knot Antenna concept design
thingiverse
Inspired by Fierce Deity's iconic double-helix sword from the Legend of Zelda: Majora's Mask, Infinite is a single-handed blade featuring twin intersecting blades. This sword was designed in Autodesk Inventor, and tweaked in Microsoft 3D Builder.
thingiverse
http://www.thingiverse.com/apps/customizer/run?thing_id=74322 Instructions Using the following options: include_hole = yes text_vertical_position = -74 number_of_layers = 12 text_reverse = no layer_height = 0.2 image_file =...
cults3d
This article aims to answer the following questions or searches: mystical knot, endless knot, knot of abundance, infinite knot, Tibetan knot, feng shui symbols, knot symbol, eight knot and similar meanings. It is a looped eight knot which, in India...
grabcad
... ...I made this model after visiting an exposition together with my two kids in Milano. The model is the temptative to reproduce the Escher's knots (http://www.mcescher.com/gallery/recognition-success/knots/)
grabcad
Knot is Solidworks. ... And the Equations are x=(2+cos (3*t))*cos (2*t); y=(2+cos (3*t))*sin (2*t); z= sin (3*t); Vary the parameters (t, 2, 3) to get different shapes