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Torus Knots

Torus Knots

grabcad

The fifth model in this mathematical series features the (p,q)-torus knot, defined by parametric equations x(t), y(t), and z(t) with t varying between 0 to 2π. By adjusting parameters a, d, p, and q, striking 3D curves result. These shapes can be easily created using CAD tools like sweeping a profile circle. Some examples have been made in Solidworks 2013 and rendered with KeyShot 4, labeled according to their parameter values, such as "Torus Knot (25,40,2,3)".

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With this file you will be able to print Torus Knots with your 3D printer. Click on the button and save the file on your computer to work, edit or customize your design. You can also find more 3D designs for printers on Torus Knots.