timber hitch knot 3d models

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

Scan of vintage Gijoe Timber

Timber was created to be a comic creation of my own design. one part power puff girls and 1 part mega man. shes best printed with a DLP printer. ...hope you guys enjoy her as much as i loved creating

demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

линьковая намотка demo: https://www.cgtrader.com/free-3d-models/sports/equipment/10-knots

HITCH

Trailer hitch

knot

knot

Knot

Decorative Knot

A Knot for fun

This is a knot design

... a "problem" that the train disengaged when climbing a hill. Made a new hitch, which is glued to the cars. The old before it gently broke off and cleared the junction. ...The son is pleased (he was angry before that the train was falling apart)))

... ...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/)

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

простой полуштык