globe knot 3d models
16890 3d models found related to globe knot.
sketchfab
Historically, globes were crafted by adhering a printed paper chart onto a spherical surface, frequently constructed from wood. Typically, these orbs feature numerous, slender strips of paper that taper to a point at the poles, small circular covers...
thingiverse
A SCALE MODEL OF THE GLOBE THEATER AFTER SHAKESPEARE\nPrint Settings\nPrinter Brand: MakerBot\nManufacturer: MakerBot Inc.\nModel Number: Replicator (5th Generation)\nLayer Thickness: 0.2 mm\nInfill Density: 20%\nRaft: Yes, Adhesion Layer...
sketchfab
Here's a nice, low-key 3D globe of the Earth, crafted with precision using Blender 2.71. This model is fully editable, so you can easily import it into your preferred 3D software to customize its appearance, adjust colors and render it in stunning...
3docean
This stunningly accurate replica of a desktop globe will elevate any interior design concept to new heights. Modeled with precision in Maya 2015, it boasts photorealistic details that leap off the screen when rendered using Vray 3.0. High-resolution...
grabcad
... decorative item. ...Its design can vary from a basic, unadorned representation to an intricate model featuring details such as continents and oceans. A simple globe can be an informative and visually appealing way to learn about our planet's geography.
sketchfab
Revolutionizing the timeless concept of a globe stand, our cutting-edge design seamlessly merges functionality and style. The sleek, ergonomic base provides stability and poise, while the adjustable arm allows for effortless positioning. Crafted from...
sketchfab
The globe is a pre-built game asset, specifically designed for use with the popular game engine, PBR. It's meant to be used in real-world scale projects, where accuracy and detail are crucial. The maps included are enormous, measuring 2048 x 2048...
sketchfab
A meticulously crafted globe designed for in-depth study purposes. Maya's expertise shines as a substance designer and painter, breathing life into the intricate details of this masterpiece. The map itself is none other than the esteemed Global...
cults3d
The STL file for the symbol shown: Eternal Knot, also known as a Mystic Knot. ...It can be scaled, and used for signs, wall art, etc.
prusaprinters
Knot Pot inspired by the torus knot (shown in the last photo).The pot design was created by taking the 3 sides of a torus knot duplicated 3 times over, twisted and then wrapped them around the sides.The pot is designed to be a simple and easy print...
prusaprinters
Knot Pot inspired by the torus knot (shown in the last photo).The pot design was created by taking the 3 sides of a torus knot duplicated 3 times over, twisted and then wrapped them around the sides.The pot is designed to be a simple and easy print...
cults3d
Triangular or square-shaped knot with each face composed of a unified strip that weaves through the center three times or four times. ... These intricate designs were first printed on planks, after which they were beautifully finished with a layer of...
prusaprinters
Knot Pot inspired by the torus knot (shown in the last photo).The pot design was created by taking the 3 sides of a torus knot duplicated twice, twisted and then wrapped them around the sides.The pot is designed to be a simple and easy print with no...
grabcad
In Solidworks, a parametric curve can be generated using equations x = (2 + cos(3 * t)) * cos(2 * t), y = (2 + cos(3 * t)) * sin(2 * t), and z = sin(3 * t). ...By altering the parameters (t, 2, 3), various shapes can be achieved.
sketchfab
The individual is a human being, characterized by their ability to think, feel, and behave in a unique manner that distinguishes them from other living creatures. Humans possess a complex nervous system, a highly developed brain, and a range of...
grabcad
This versatile product serves an essential role within interiors, enhancing the aesthetic appeal and functionality of spaces.
grabcad
Equation : - x = cos(3*t)*(1+.35*cos(4*t)+0.25*cos(16*t)) y = sin(3*t)*(1+.35*cos(4*t)+0.25*cos(16*t)) z = 0.2*sin(20*t)