Plans & elevations are essential to 3D geometry. Plans are the 2D illustration of what you would see if you looked at a 3D shape from above. When it comes to elevations, there are two types: side elevation and front elevation. It’s easy:...

Plans and Elevations | Geometry & Measures | Maths | FuseSchool Plans & elevations are essential to 3D geometry. Plans are the 2D illustration of what you would see if you looked at a 3D shape from above. When it comes to elevations,...

In this lesson, we will create the second and final attachment to the phone case, a foldable tripod attachment.
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This clip is from the chapter "The Foldable Tripod - Attachment" of the series "Advanced 3D Printing with Fusion...

Extend Faces in Extrude Dialog

The Extend Faces (formerly Chain Faces) was originally on the right-hand side of the dialog. You will find that they have swapped the two icons. Be sure to select Extend Faces on the left-hand...

Model workspace is now called Design Workspace.



Auto Project Edges on Reference
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This setting used to be on by default. You'll want to enable it to ensure sketch geometry snaps to existing 3D bodies. Click your...

Pupil outcome: I can use intersecting circles to construct triangles from given lengths. Key learning points: - A construction is an accurate drawing made using geometrical properties. - A scalene triangle can be constructed using...

3D printing has grown in sophistication since the late 1970s; TED Fellow Skylar Tibbits is shaping the next development, which he calls 4D printing, where the fourth dimension is time. This emerging technology will allow us to print...

This is an absolutely beautiful piece of math. It shows how certain ideas from topology, such as the mobius strip, can be used to solve a slightly softer form of an unsolved problem in geometry.

This is an absolutely beautiful piece of math. It shows how certain ideas from topology, such as the mobius strip, can be used to solve a slightly softer form of an unsolved problem in geometry.

This is an absolutely beautiful piece of math. It shows how certain ideas from topology, such as the mobius strip, can be used to solve a slightly softer form of an unsolved problem in geometry.

When Ernest Rutherford realized that atoms have a heavy nucleus, he hypothesized that the way the moon orbits earth is the same as the way an electron orbits the nucleus of atoms. We now know an atom would...

Fusion 360’s surface tools offer several advantages. In this video, we’ll take a look at using core surface tools to surface model a spoon. I’ll walk you through a common “skeleton” technique that we'll use to reference the top profile...

This tutorial teaches you how and why to fully-define your sketches in Fusion 360. This is a foundational concept that all beginners must learn if you want to create proper parametric models. Fully defining a sketch is done through the...